@keyframes rwdcur104291 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADM0lEQVRYhcXXzW9UVRjH8c8pdFpa2spMywRbKKAQQCM0NCGwMwqRjYkEXJCwYUVC2PgvGBcmJiYuNC6Mxo3GhJioG3WhMZroSkUgIipgREvqUF5KX6c9Ls4FiQm3M7dSn+Rk7sy9z/P7nnOe57lnWJzFbBS2lsWI3+VcGCIUFe/MVJdh/B+CpuMtLyJeyQTn0Yq57Ptk+mgKotktiL3oyUTbsAOb0I6B7Jn7BRD7UJZmXspAtmKtNO2b2N4kRKMAcQNmpJlfx+YMYgN2ohMTGMOuJiAaAYiy4B2oZT8OZqKnsD67Xofu7HpVgxALAcRd2UPrMqGAFdnNGYzgyGCHSgb1MF6UtmdnAxB5ADEefUgJq6XZV7PAJVyRtuMBfHlpwo3M6f29awy/sF0fZqUtyoO4V8nkUu+Qyq8dT0o58RF+ynO6h969ViDkDCuk5nMTZ9HlTgku6NsoQK6VpOW9JeXB7X5QxAoBBFyW2mgffsXUUgIMSBnfJ3XBUZxeSoDny+0ewQlUpOWfKwhQxGKMx+PIY71x5vDG+DHxQ+JwwbNBwfNA3eRs0PrUGisFn0oVUcQKA9Qu3uDIJaGjJEpluYQAo0Ynp7HPpicGHFXSv5QA08fOmwXf6f3gmv49vfb/xwAxZ2hbVTIDI3/gGRPjc3fnQK7vvy3v+BS/rXT6pHbLgaGy6o6yaxcnlAe71afo6C5Z3rZceOUXZwZ47/J1PTiJr17bzbGtOOnVcN3xHK28LQhDtVuG0LNlla6hiu6NXb5/94Ked36z7PULQjlwuqpnU6cR6Y35LPw8LnWGA7niCwFA2Ic/T13lxDkzc3X1qToOCaK/vh5z9lDNfAt16R3xeLmdl2qIQngzV7wRAAjbz4xx/kF9w5UsWhAc1Lutx+c/1szHebuls8LqoQr2C+HtBcUbBYAQNp+l2u4zc9Ly1l07N2ZPtcv6g+u1otq2zOVvRoXwRkPizQAkiENf6MLthL56fty2p9fx6Lh+TE7PGR6faVi8WQAIz7kdv0V5cKWWly9ys27L3n773Ll53y3GH6oxvrU2TsXDcTauWfSf1EIQ07+3xql4+H8RvwOxWPG/AZFz/LpADxirAAAAAElFTkSuQmCC) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhb3XT4hVZRjH8c+5c2fG8Y4zOjqj4/zR/DNojBKFlolJJBIqlAgFhUaLIAhs0SaoTRuXLVpFgYW0CFoEpe3ahC7S7I8FakoWaJqD4oyOzjj33qfFORURc+feM+QPXg73XJ739z3P8z7veQ+zU2QjtwqzMS+g6R+QXErymi/Igu9k19s558uTgdiOVrRn1wQt2X//N0BsQkf2ox9zpGVI0JMDohGA6EIvrmYu89CFRShJMzLUIES9ADGYmbThhvSJC+jL7s9DJXNe1QBEPQCxEkswV7rY2jKAJLufSMtQxhQWYGedEDMBxJpswnYsxIXMZAgTqEoXYBM6pV3RLS3Nc3VA1AKIB6WpbZEuvCaMYli6Fu7iljQzdzOYkjRLD6EZ62eAmK5va1JfKxW9Ml52PgNYhEvS7Myg//hNl4GkxtD1/HJ7pWUZyQJKdcbWC1BbgyVrcF3aBffJvxfnAjj55g8Gt/W6i8XSp2+5lwD9K0qunB1VwFIUpR2SR8U8Qb/+Mu4otmAvbkrLkUe5MrBhz3JbsRGbX11rdXtz7tdqLoDCgV4Dm5b4Evb06Rju9PO9BDA0IJqbXYTNI4qloj9yAuRRRCyMowpxgIj3N8e7RHfO41nOI1mzE6rpNjtR8ZP8XTCdotYov/ZAHCKOEBFdUX1pdbw9Q4xpslNrKxbxoogXnOrrFMeGnd7Y7au2VklbGtiuiKcl723xeEer2L9OxMs+x1uI6BWx719z1gsASZJ8wJFj4lbZ+MGK08dHzF/W6vK3IxbjsdfXSt+DUybGKr5+5yzOWL+h1yNwvF2SHJrWfCaAFGLXeWdGx105dU0Hbl2edPCLS7YdeZS5TaqmVJQN7xiweFUH1W8MflZRRvLwuZrm9QBA8izOn7hqza5+H45OGoUd65hfVBGqqtrfGNX/45hK4SmxZPtfJ6IZ96d6uyB5En3PLNOCraDq9skbQgiUl95RnbNbRUUh+agu80YAIEn2HfMEelqaOPy9sYu3/3Yp7+8TUdWafFy3eaMAkOzGip39xg7f0NzZoqAoUfD7d9fNKXzSkHkeAEh6Pv3NtQvjbo5MalKQYOXF6w2bz1Zx+v75EdE66y/kWUHM1vxPpgkHkBPWBa4AAAAASUVORK5CYII=) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADN0lEQVRYhb3XTYhVdRjH8c+513G8M87oODrjjAqhs5DICLE0sRdCCsI31CAILIxqUUQQVLRo06JFrYNCIlqVCEWuskVtKloUvQiaFmU4+ZLp9XadmTvXOU+LcyTLnLlzxvzBn/85HJ7n9/0/53+ecw4zU+SjsJIZms84V6moeT/KmIX2/wb63wBiDTpz43Z0o1IQYroA0YZRLMhNO/LRjnkFIKYDEL15QLes9CXM9vdtaMeqaUK0ChCDspXOxThq+XGPrBKXqtGN+6cB0QpArJetMsmztl9meEM+t8mq0czBtrcIMRVAPJkf9GEEC3E75ufn/bIq1GV7Yy5O4TjWtQAxGUDciYfzDH35PIDH88BxLJWtfjyfE1RxEQ1smQLias1jUurf2xKbmuEs1uNr/CSryBS6wu9qFUgmGToHK+qyRzHFsGz1rcT+W7Omhr5SLx0bUcYYnsE5HMb5ArkKteKuPLAHq0+utn/rMoNFEhUF+E7WirdD/208tcyJ6wlwFM+71HovsvEm9xUEKKJYScR7G+JbImJJRDwWXykX+jYovAccqfkGo7s6kags6SySqhjAHBx59ZAfUFnVjfd9OVy7fgBb8Fmt6VZY18abQ34sZF8Q4B78gi9w7rVhyomdQ/OuKUBMMozjgOyVXK+OUWsY2jTQUmyrAAlE7PIR4sVbRNwo4lFb0bmwwzHZC2r+UJfqofPqZxreRcQdIh5xYk2fpxGx+R85WwWAJEne8SdsG6c6gr22YcWGAS/jgd6Krv4OF06MOrL/uA40njgNFj+01O7ZFUmy/6rmk164TNHcvdKsxRXWJiY+HFPes865uz/Ws3mAalM60bT3lYOWL+6wYm2f3g/uEvYpJRem9GhlEyZtbx32/Z6jfJ4q7/lZaOj5dFj67BBtJaX5c/wBE6F3zQKppCXzVgEgufl0Xb06JrVDU6phh6aL0o2/OfXJaXX0LO/muTPKydstmU8HAJKuNw4rXdrQoynNCWnXiObZcTUoJZL2X1s2L6oYi52Rvr4oxhrboxEPRhwcjAMF/xOLNKJkTrKPWpk0hJRFI+7Nr10PAEhKL5xEiAhJf7WQ+bXQjH/P/wIElxOr2zPG/gAAAABJRU5ErkJggg==) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur104291 0.83333333333333s linear infinite forwards;
}
