@keyframes rwdcur207632 {
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,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJRUlEQVRYha2XS3Mdt53FD9BoNPpx+zYvycuHGJq2FcujzCSiItlVdjbJYhZTriyz8MfIJ5mP4CrvZuXFLMauJJVKUpkqWzNWEpdelK4oiiIvL++jbz/RaDQwi8SKLCtOyZmzRdXBD/gf4A8Q/AN67733mEPIGgPbVUoldSWztlUTSunUE6L4r199bP6eB/tHAHphJHwm9gLH/5Gqm9eXyOST85OHi3Jxv7Nm9NYP3xonq0nxySef6L/l4Xzbyd9//33a86PV9f76DzejtR+vBYO3fSZeK+tq+2w62bg9upNkyyW3xpBLl95s9vf39d27d+3/G8DVq1fdlV6yvd0b7u8Odt6+kGx9N+D+qtJqbVkuNx+NH2+qVg2ms5mAttoaU+9fvdoeHBx8pSwvAqCEEALga7TP6p133nHjMP7OhWTr6vZg61+2k41hEEReA+0XsopPJ6erVVMNACRZkTm61ZK7vLxy5Yo8uH/w1PspwOt4nV3qXYo62yZ1V3ugxDiOo415cY7effddnkTxxQv9zavD/trlzWSjT8OANtDImpzWshZHp0cRgBUAQVlXCsamQvjZ/pV9dffeXQB/DSH1KRLBcZFLtt1zIlWaaqRNd8Q5r5RSX6NgjFGXu4J7PAr8MPCjHqMewZ5oMFMzFHUB13WD+WK63XYtnacL2bbtPM+yued5EoB+CrBHdvlKf7DjUnot9qJ9qim0av+kTXejbduREGIupZTPAlhrqeMw7nFPCCF40OujN+Do7/RBOQUMEAYeJtMpq5t6eD6ffn8ynYxhcVxXVQogBQB2zXuDxuFKkojkzc7ot1f8lbe81mONafZkq7Zaqz9vmuZWGIaHGxsbxWg0MgBgO0MJQB3HoT4X1Ak50AfcVRffI5fRNgUC4eLsfIJ0mfJ+HG/7Qlxd5ssDEHL4FIBHPb4Wru/03eh7yrRvMs13S+Kxqq3iTBeD1uoda+1Q1vWNPM/vX7lyZb6zs2Ma2Qi0JqCGcEbYn/eSAFgCtmswiAfY3dxBwH3Mwx487nEQMqTMebWp5RDACACY7UjcY9HFxOu/0Zp22wUXrHPQY9EgpL4oTBUDSIyxsapVIIv6jszrdLlcxlW/jqVsAtMZoAFQAmg7ZEUGpRQIJXA9V3u+qMIoTPtxf1zKssiAp5ly1t3k1VfinXe2go3rgRO+AmNd3XWQWpJK1zzvitDAxqHj9yIvdCMRUsa5azi5QCndF0FwabW/ujJ8e4vjsCHny1PM8rmZZ2mb1UWeVflJXhd3c1n8oazLG7JtbradPtjd210+ePAADJqsMeJuCSaGq96Au4ah0x1yXiBvS8hOcgU9jP0eS8JE+H60bYSbqhVvOE3w5n2W7vjZA67+U8seF5g2C5O3pSxkMc/qfJRX+Z28LA7yqjiu2npsiD0x1Ew//vjjP58mam3kEpZw6karfsIEPLhgsNaisx0YdUCpwwbRYBBGwcV8DcPqchgnl3fXVuKY1tTF/zYP9ZMnR9MdksytZ1MJNa3bZlTJ6vNK1vekrCe1lJnUTdV2rfroo4+e9gZmCaHModSlDgscHyv9Pi54Q+yF2zjIt3DWTEEcIPRDqkTHb68vo+2fXh9eGmxhFQLj01M8Whyyk9nEPDq3N/pR7w+WY2yoHWndHmrdZbrTqmka/cEHH3zlLrl+/TpjYdRTzGHKpVxz6iJ0fbieCxo46HygV0fQtkPIfcxojss/2Nbqny7ijcEr2HZCUEJw+PgI43rBj+8/Pl6PVz8SoV8x7mQOY9WHH374wpsUAKqqEmzLW9cBDZTneIpRB4wyKNOi0QoAgc8EOtMZRphihOnxeMHZMjWLwSaNHAEdcdiAoW4anU2n6DI15YGofvfp7/5mC/5SSinBEq+vuONK13GUhUVnDKq2RtVWUFqZplNKdW1mrZzktJyrec7PPr2ruSc2T3oJzZsl8q5VLG0z2hBRFPk1k2Z3Xtt7bTo6HKlvAmiaBkzpRnXWVsZY2RqtClWyZZvrRZOpmZwXqcqOpWlGFjgsbX26KM9wFk2+uywX12IR7QwaESX3JWOnIffJ+j+P67FJmyxRVt1a66+dEE6K8/PzF3Y0KaVyXo2+E6/7g62QBTsOnDBv83JSz87G1eThaXn22bg+//VULn67bPLPUl388bEc3x19/qep+P2Jt3vb9t+/9q8J/7QQdNn5ZVUkizJNnlSncdFWjlZtR5RVgRe2UsvueQDHcSybyfk0b+p7M7a4qUxbyFaqqVycTKrpwVl1dm+mskNl9LxrbZU2mXxgHgSU0r2ov8Xjrpcc/scXQQCXB4Zzbl3BiRs4oBGARNl2qNr2Rt/07qzylUlHrUxl+mwGNDuf5+l5lN3SnYLH/duVqqrzenE0q06PH88Ppy31qtzUZoKJAQBCiDHGiJqoaCZn8flixmM3hGMpBOU0dPx4w13bW+o8rqxcM9asdkbHHmE3fXgnCduoDvXZlyUw7La9oy7UF47nkhSEOlGtM32a5/Mv5BcVAIPnqmetpdZaDkMCGAjbdTQzOfqij81gCKkVhCOCStfCWBuVukyKtgy07TQFlYZ0Es/0AgYAv5j8UgGYApj/ZfCbntOUglBrLAUh1KUuCAhiRIhXevAdgVmzgNKKapikUMXFST1F2mSTspVHp+14AuDp6Xj2Wf73Jv5SfJUOuOty5sGF53B4lONHP/8JDj+4BQuLpIlRdxKdNSiagnPKI0bYoDPTuLAVfdbsZf8FDEAQOH4cUBH0WEA9wuESF5/++2+wGawiYiEAAk8LSC1V46ipx7xDz/EeccdJn1/kywJQAJFgXhK6ftxjEXOoAwIC13WhaAdrAQeOsdbISlfjXBW3KlX+t+qaG7pTJ3hm+781gMf4SsD8KKA+lVZBuB7gElNCGqlrVbRlMZPp0bSZ35zJxWeLZvnHtFmORtV4/rzht/maMW00l52kM7usKJxKEKELXam2a6tM5/OFzI6mcvY/M5nezHQ+SpvlZN5Mihz51/rDywIYANmiTJ8U4fotHahjQ4wqSaWWKqsKXWVpmz1K5eLeaXF+J5PluLZNkdWlfoyzFwb8ZQFUhOh4Uwx/L6g7nslFoKlWAQ+V0o1MVZadytm4WCzGh/okjZDoh3j4jYbkJQG+op/t/htjxgksBV/UC3o0f6xudY8qPBe0b9L/AXtVbNNXqEISAAAAAElFTkSuQmCC) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur207632 1.0666666666667s linear infinite forwards;
}
