@keyframes rwdcur86085 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 5 1, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGA0lEQVRYhcXXWW8b1xkG4HdmSM6Qw20WUpS4aKVIbZYt1IoToGkvkiBt0VwE8E3RmyLpDyjyF4L+gd4kaNGivSiQFg3SHYWBoEnVxY5kLZZkiZvsWqTM4U7ODIez9qIwIFS07NhK+l2eec+cB9+ZOZgB/s9FnBlZ+I4fDnkJhLGLvQ+6XzSAOjMythiGP/ljkqKXHC57DDFbRX3vSwSMXqLF8bl3RjKzrzmU59vawKLBZSREMi3U9p0vHhBdpifTM9/Prs7zljcQ1AjPS4bprDiqqoNPP0DjrnaRANfZIYekCMBPWggbXUgc7zN9/pfNQHjeOs69as1d/xEcYwsHH9kXATjbAX6ZZmKJtz1Bv3CFrGHWpQCqSShBniW56GUXQb5qyXLP4SaO0Mw9dzfOAkYWPYwYf9umGXEKHaQjpDnmM+Ftt4gT0wNfIsnRDPOi2u4JCKeO0Mw1LhpAB6LxtygfE0mZDfS60n6z1dpemBRCMUdmpFqf4OayrDgSvWzL/WWViZfApSto5p5pS84CYotuIZZ4yx9ko9G+BNpl7//mk70fyqpSSCdC0RmOCFXv191CZtY1MZ+eJLTBa+22QjncZB6NnPL8gOgCGY0lvuvng/FA5wQB2pIP7lVKlXb/UNeM308mRGs8TF05KVVINy9gafVS0EMQV6XjasgKT+ygme89HyA5ZUYjyevBaHTarlcQ470fb+ar7+ug9g5b3RLr9q5xfjc7M8LM10oPaMV2Y/HqIkOQnqVGWZow/JN3EZmvoXHwjICTHPi5r39DTMSXFKmMhXjg4Gax9kFr/dcKqjkUdv4xULnM30XWo2aSwaxcroTuSSoyq5fd8LKL7Xr7RV1u7yM69xCNQ+vzAwD4Zl7+2lgq/sKgWUU64mnnTnp/bBQ3Oo+uVw/X9SYztcuzrs50gr/mtJu+3eMeIrOzoNjgaLNcX7TUbgOR2QKa+XMRQwFU6qXLU1OpV7R2HQKp9eSB8Zd7uzdPTmdaR5sDUsjuBxiXOZXgl8huw3+n0ACTSML0hUYHsvaC1Vc0hFJ30C6ZnwuAsdX5xWzqWwNFJTyDlsH6mRs7tz4t/m+skt8wGuz0tuhzOemUsBI0u978fgWaMEI4QSFsa8ZXbbmjIzy1h3Zx6KE1FGDHVseXs+NvqrpJueWqE+UDf/uXKWzjeP9MtlXa1OXg7P5IwBNOxUIrvHtAHeYk9JkAKE6kYdhXbFVxkJi6BalwphNDAc7oVS4xPvqmRnl8bOeYGuEDxXJFWWsdbQ5tZb14ux9MLW36aIpPjobn4l7DLd+voGVQIIQRn0O4rtmyYkOcWEe9YDwRAGGZ9griG96IECEf5Ei/n+k4wB+KO//sD80DKO7eVPrczG2RdYeTMe7SKEda7ULx6LhtuBw25Cco+iuObhoITm+hdaifD4gsMPCFXxeTsQk5l4PIeQiGIj7cXl9rPg4AAA9zt3sDIbsh+lzTIhdI0z7q043t/C8dtTtGUK64Q1DLsAZdNO7eejSHHHonx1KbUvu43RtAslgwFDFBwFk5b/FHdfu37z3cOZJ+UJbavxgVgtmlmcifoHeu27XCu2gcHaBX+97p/PAOROdtG/SyixOuKYpKzYUN0nCI+1ufrd14GkRp77Nu3TuzLrCU33AI4+iTn69BvPZXMK6P4KI+RjMvnQ/IzFvoeybtAP+KTjh0Qq+B41htzxr7lVHefew7fbpaR5ty15/eogi7Wz7caKF5B6jf1U4v/njAv/cBYSFiecPftD3uQKhTxfwE7y3XlT/Xi5vVpwH8F7GllQ83Wudlhj8DAAC9AlXpOoQLkuIABOFLib7Zp138aevxANKSbFWWbNNGRwd0w/CM8ewMMm+cg75IgJutQ1fWoRuQTQe9nuIS/fSVeDQU/HIAmz+zYWp3MNCgmRZOqs2SA4iRIBO+SMCQz/LTZe1CU3XbtjwH9zq/cwU4JhL0XmgHngDALga9XRjqSr7bKRqh5oeOQ+pPmHOBAILSoTbXobayJpxS4cZPpXPzz1DDz4FHJW058MZ4GCoPivwJOvcv/G/5P3IBr9vom8e8AAAAAElFTkSuQmCC) 5 1, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGDklEQVRYhcXWSW8b5xkH8P8snBluQ85wuEikaIkSKcoRLUWw6qRFWx9cuAuaQ4D01KKHpB+g6Fco+gV6CVD00B6KIkXaIC3SogGaZukCL5K1WDK1kLYliuI2HC5DDmd5p6egBrTEtZX0OT543nl+eN4FA/yfgzqRmf+BDwSLoK11bP62/3kDmBOZaEFCKPULmubmXWm2AiVfQ/P+FwhIFnjlUv4n8XzupssI3zVGNg8pV0d0to3Glvv5A2IL/FQ2+6P88pzseAPiiOK+bNnukjscmojNHKCxbVwkgD2RoSgwFBBgCMJWF3VJ9lm+wHW7Gr7sHO58w5n93s9BrHvY/QO5CMDJCchXBCGResMj+iNLdAM5VgcGNnRR9tNSbJGlqZuO3uu60lQZ6s5zT+MkID7PCdHkG4TnlQw0TCuwx302BE2lqjYHf2oizPPCywNNjyA8VYZabF00gA9Gk68zPiE6Yanodetbba29Np9RQnHSF+qNISXN5f1KPLpIeoOFgTe1BylbhbrzTFtyEpCY90QSqdcDoj8WN+oQWGfr7Q+3ftbr9UqZ8UAyK9Ni7VGTjczm2Mm57BQ1Gt3UNJ1xpaldtHb05weMLdDxxPj3A5KYDHaqEHky2HlYaZu95mKl2XkwlYq1Mwo3XS0dUZ6IgsLyFZEDtVw7PA454cl1qLu95wMcb9jRKzdeE2OxadI8QlwSPljdP/o4QA+v94Z2/fCw4o2FPOn8hIxm6YDRiQeF5XmBorhCq9qYtEKXtpGYb6Cx/YwAAPLc9W8pqWRhUD9CLu6tFvce7RuEabbswO8YYoSqDfVADPjKlycjE/2jY75cG2L2S4seCIF5rdF52ex2NhHL19AqOs8E8M187evj6eS1kVrDdJjmHj8upWnbSDouVbUpxmlb3re0Tu+jkI/XZtJKgWiqb+Owi2guB8YfHFMrrYIz7LQQze1B3T0XcSqASX9lMZNJ3TC0JhTWGFRbvdWW7vxt4AgrAP1vi+IeVbqk5hL3rujzWJmUXGC7amB9vwU+mYbjF8dGveE1Z6gbCKU3oJXs/wmA8WuXC/n0d0b6gPKZKk0Rs/a4Zb7ZWHt3Y3Bc1M3jLReNbVT3VsymL7uh+Bkyk5aXRKvn3d2qwogkKFeMhIlhfZX0uybCmfvQ9k99tE4F2InlS4tzl14dmjbD9Y+ZoI9b36uqb/equyeumVZeGXVC2a1EgAun46ElmTOZ4oMaht4gGEnhYTkvkmHfhTh7C53iiUmcPoGxq1JqcuxVg+Z83k7FTY7H3n9QH72nle+dOkp1b2UYmiis+gVGTifCc0m/5dEfHqFtsaCUuM+l2JeI2SeQsytoFc3PBsQWeK+svOJVIlH6YIcKBr2qC+pP++v/Gp5aD2B/85ZuhLIrkQArTySkwphEO9peqfy4PWLhDwcohrvqWqYJMXMP7f8iTgfILwjwhb8ZnUhM9os7UMIcxXuYd9Zuf3zuu3+8e7c3kvJ3FD87HZWCWd7HfrSytvMbd9Adpxg2SVHMguuMumht3/p0DX36p6yBWm8ftvsGGsQPwUNN0nAWz2v+aaz88c3j9XL9x4d17deJSCBXmIm9B7PzGmnu/5S0yg/Qq//wyfozzsAcIa6wwEqRl3q6zlwOWbTlUgf3bn/y16dBlO7f7ja9M3dkHxO0QVnlD3/1CZRrf4fAvgPW8wHUnfr5gNhVB4SeIqJ8wwThk1YDsuQf3nfG37Iqm2fe6SejXV7td8XZdQZOp1K824a6ATS3jSebnw2orwGRF6KON/xtwnPBkHaMuUmZP2rqf2nur9aeBgAA7dLqsFK82z6v5owzAADmEQZ616VY1HWAoqjARNSfe9rmTxtnA2inTgb9JrEJOhZgmRaXlHwzmH3lHPRFAsReE6Z+CyMTfctFt6+zSoB/MRkLiV8M4J9/JiDGBgwDhu3gqNYquS6UmCiELxJw8rf8yXDtTRgDkxCHKz7U3vUEZSEqei90Ap8BwCZG+ias4dJut7Nvhdq/d13KPHfNhQIo1sRQvYOBmrdBSnvv/7J+bv3FA0YEevMfsI0MWHbropsDwH8AXTzM9t0VA+UAAAAASUVORK5CYII=) 5 1, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 5 1, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGfUlEQVRYhcXX228cVx0H8O+ZmZ2dvc1eZ23ven2/rR3bScBtGommD70AUpCKBBKIF5Tyxgv8A7zxygO8lUrwQCWooCihfaBQlbSqUGgUJ3bcem2vc7HX6/HOzuxldu7n8NIgoWydkrjlK83LmXN0PvqdmTNzgP9zyEMtZ78fh02WQPx13P59+4sG8A+1ZJZSSJZe5XhpkeVm95CZP0Rj/UsEFE9FcqPlnw7MTr/IuPBF2/HDSM+oUGZ1HG2wLx4wcEYcn5r8UXllPhNEErJNxPOez86ynu0iM3Uf2sf2SQKEh5sIeALEOIqU34aazkT9SPxZP5GaD/YrLwRz3/0lAm8VW2/SkwD0eQYWJWlw+BVRjmXPkCPMhEyg5xNTzsZIKn9aIOSFoNftsOToLvStJ65GnyU4JUq54is0LOUmmIER2fMLMR/Rlk7qvohosZQOS+Fneq1uFunRXWgV7aQB4US+eImPSkrJb6JlHG40df1meSydLKAnqQ2LpMtzsdyAcjroWsuWNLyN9PQBmpXHWpKHAUPlUHawdCkux/J5WwVPnI3LH1Z+3u50qhOFWHE6zcvq3YaQnZsRxsvT48R2XjIMk2fp8S1oFfPJAYUFLp8v/SCekYvx1gHiIb9b3Tsw/K52uqZ1PhkvKvpEVpysVw9IKJPDqZVFWSTcirqnJoPU6C00tzpPBqhv+Pml578jD+Qn6VENA6nI1dXq4QdxYl3o2L66t78fySdDY3PDaXZU3eNNFsLiyikJJLSo1dQxLz7+MQYWj9DYeEwAgEz5uW/kioVFU61hNh+tbW7f3XYo11CDxBshaicPVO2eFBbuLoxnhs0DNbyrWph96nQI0fgpo2E843aMdeTnDqFtBo8FiE49e6FQKj7t6IcYT0K8d786wgV2kSdEDxN/vuFHr9S17i2R8+X5qcIQ1TVpfb8DZWYafEweau43FgOrdYT87A60rWMRfQHcyPnTE5Ol5x2jAUVwevVm54Zm0qsiCQYixLkQMNIVqfXUgdY25FhsbWYsV+bburi2rUEaLsGPyUNOxzoXWKaN5MgajKr/PwFQfHp+aXbkomOaiDgah8DW7jfdywEhzKLilkeEtQhxVxilqB01nTDcqfLUsCT7XW5r4wB2dpAwOZuitvc12m27SE3chrHTd9PqC6CDK6NLcyMvW27Ai506L4XQ2Fc1O8FZFwGieuCbATj0WORtBF7YaBksHovVRwvpsazokc1NFZaUgJBWwswLzlCryyDPXkNr86FK9AWwwZV0aWzo2zYXikZb+6wwqLxz687R+zz8cY9xtTixX5SIP+Ex/j5P6FjXE97TO867UZHNTozkleGYz5t3amh6PLjcQJQR/hx1uhS50kfQdrxHL0FuORzJ5b4VURSF26uQpBx21MO6a7tBTaOJKwKhOQpyDwShBNd7mRKuZdhuqtZo7SmphD5ayE4OpbnA2Knu7umOgFg6TgTxq8z1PciTq9A33eMByoKESOrrSmlwrFupIJ8W5LZ+WHBsKyIQmohy3kKHRd6xmbjDg1RdJlzlCKvYHvtX02J/VRLSiJJOTIsR4er1G5XXmdUuEF4oMk5YRuC2oW1cezBVn88xAOb1mqq+p3dtmEEUoiDEM5n8va0GXhM4b4pDkBNJkDFp6JrGYh+2vZCP228AAOoAFPnHPykHtDGUjZ9fnMn/bG279hfaU7+HwH8OvvdDAL86vgL5BUpZeFlI5851TZNfSPmE41hva994n0eQarPolSaNvmWtvqk79U8ojv5716vevtZuRKauZ6J8wmfE2/3Hbz9A7tx7kIQ/Qwi9i2ZFPb4CXNiF7+waRtemYkRUGw3kspIc5r2vEEqjjJHfOKt/7PUd+2l2/v5aHeTSL7IxIQMA2P4dABifXv9J/wqoN4HsghJEUt+k4XAiadRRHlf8ykH39bZN/9C4+dbBcZM/iF69Ye9vXteP68N95h3i1tAz24zwUE0GwhGppMjRHpfY+zyTf958NoBRlfa6DepRtFzA9wJheCCZ6fV6J/Iv+GiA3GnANa/B9dDxGdpdU8jL0eViPil/OYB/vk0ROGtwbDi+j9qhVmVATklEUicJ6P8WPAgJ1mGZLqVU3LxjXA4lMpKSlE60Ao8A8Otwuuvweme32u0dT279iYG5x445UQBlLqzmR+jpcz5Ydftvr6rH9n+M9N8HHkRdZYgNZOBZGXDcr9G6e+Kn5X8DrzAYIoM/oI4AAAAASUVORK5CYII=) 5 1, auto;}
}
div.testarea{
animation:rwdcur86085 1s linear infinite forwards;
}
