@keyframes rwdcur106642 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 17, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 17, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 17, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFQklEQVRYhe2Ua1CUVRzGn3N22XfZXWBjlwX3AkjcSkVDRKKcyMF0dDTBMacanXJKGx0DQytrGrWmMi+DlWPZh8xpmmmS0kmliUgRRcFRTF0hBBFYdhcWWG57gZfdc/qAOE0DuODHfD6dOe//PM/vnPN/D/BQD/VQ/3eRB1l86ODr0tik6ChBCJJlPf1u42Q8pIEWVm9UZ7fo5s16dl1OZ6hKXrQo+504wSomu3z28OtOe8m/a5sPZBulty8qxNy8tqnzPukbzzegEzi8THgjShfzVdyGdTAYNJBQUtlyqvG8ySas5RRSykhMxTNSMfTo988ZJM15XBKajiGnAoK+lQ7aV+gL3ZfG8pYCQOtmZTwhJI8lzH/BbbNVnhOjzi6aKRTRK398BnlEmh/Qil4R/sFB1NVakBylzEhYmpDhq+oG9/ohDjrXhv9avLLZbs0w6H0grHt4b4N2PZPJdYB77BNo3ayaDj87xwE1lQAcBJZehugwChJsgDzrebTX1IHWl0I1JwfeGTMRZdBCqZQDAPx+BsfXh+BvvwrGOKThyU7OuIj+uijCOZgx7bipoDxnLACKR6ZpoYxTEzocDoXBGR1GRQ7A6rCg9ZcDkHW2wuGVQ5GWijBBgOW6BX1d/eiyOHHjxxLU3LwMxhhO3/GbBztvJoG5isjd2yU9bfHjXS+l3eYaDNwBHekGtWYf08/KqXDFmx0egvBgij5HLUwhDLWVZmiMGghUihsfXsSVHWdhiFQhSUsgFZTmhYmyBXFfDnRyl72AT5lzkGtTyuGyrRoPQOoPVvXRAfcFxnkmAZrgbv7WuMPWtmlNRmm+TrJs0Of/+KebvsSN6RRG81G44iIxNT0FIT1B8NT1Qa4XUN+Lv2PCvAsMha42ADAV9ovAmY3jBd/rAQC4U7I+NOh8eRb32k6a9vSy/xYdz8/cMieobjt8XhVRGqF9LR9BGjXAOZjHBVejbXZY5s7qQAJHBQhElr0pOuKwvtLijVypI11putxXoZyWACrIwUB2SUJf2jYZABpooWnLdYdxd9fuDkG383ZXH0SPCCoPBggBIcidTPiEAEakZR3zKAFYfc29OQKoJgsQ8FM8ohDmio+NoMO/7F319Hv7vtu/Ji5b09lkXF3MbJtVWhZq/IH4hhIZ9SSYPrL7HhjA8n5kKGXSxKst3VnhOkCe/NjwB85R/XtV8oy64ttWRURx+Vup27hq6DDpa0zlAIhEmgWg9IEALB9MUVN3/58dbpaqCwZAQyCPj8WQswddR08gqbUKRD6A3241Ls4wSReDAxzDHc7Z0LjeAfUAjUzNBeepBIBWAZRZpOhv70bnkSMQG8oAMgAAiFIRqAUOTghAODghTVwSVPbAAKytqa3DQ3Cj3Y8BH0es0gn3kV0QrddAZRTDeyWex3XCACEEBByEyH08JnOraU/vmPcfMIBv1csXfm6Q3UqOoFDJKGLVBFIFAfMTUMlwOzJ9+nbB8Og0cL4VnJxks5esMOWVFN3PO+CHqOG9mGNBns7lkvC4BtLb0gI2NF90cQSpKIigKQNxLzR82iUG6jeigN8Bu70T7kEG0tvcQph/KQHKICEgSkM19FOXTCZ8QgA8LCmaUqCVRacMPbHcJ0rUm2jC3AKWPvdJw5tnPZMJH1VXa7/RjYwv/vX5vXHDJqX/1Ityfnp1MDfna3Sjra24sj9lonn37YGqa18YDx84AZPTWui01usFlQ6aEKwvOGY1j9ScqdyrC1EpZGnTN7SOzJVW7NZlP/W2Y6JAowHIz1/aN27Nmcq9ssvmg/LJ+P8DZDUV+EHmRtYAAAAASUVORK5CYII=) 11 17, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 17, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFxUlEQVRYhe1XaUxUVxg9970ZZh9mhmFEmAEGERBRWosLdaFY00RrcWm1phqbxqohbjHaxOJSU2oTSakSrY0ptbTaaje3uNBgSRutEqqIKFiVrcAgwzYDDMMs773bHwriAgwYk/7w/Lrv3u+ec9733eU94Dmew0fczpqnK8tdO7etak9od1/G+nnykuK9oZs3zpYPlVfkS9COpeNntFRX5xlfnQa1PgCetu+POItsX7rON+5HbgsTE2X+EMDRZ2ZgUTTzheAQEBISAJvdAX+F30JVtCpFesspp60ckls0PvE8CWSggH9/WJriunbpsNNukQshE8EkJCBytBlKnQbgKShP0dXW9roiYtWZoRhg+hus3T1jvvhO2Qn1omXyW3alRzZ9OgLDjOhs98LT5YHL5Yajs/3cUMWBgUogkvkRtt0ltVikwoSpEwVCdwSb9LOunyjB9TMFaG6yInl9fGXFGsXGb4s5LE+Z0Ehliouhq3PLfTUwYAks26JSyj3axRLeO9aEBqn/26nhsggzrEer4apwQP+GFO0/Z+BKvYD4IAYiWaCQd7O56KVJiT/qSG2OcdOt5kEbqLqzR8ce+WZhRxfWaNxVUR0ut0gmAkQMwBrGwbBiGcCIwTs5CF023MlMg1pC0OkBGIbCwxEo/Aj89DF26rW9aUqvzPfJwKHMRZrJDX984MdK1jo6mpRyMcAQ4JcyHklhjEsfHNNgb6xy6oxjYlWvJENmDgGrUKKrqi7HlvPxsZKOIIPca02MDKAGzo3ZrJiCsGIn1IGjQj4qr3mSgZ5FWHNwScpoy41bNU1tafC0KJ1eIP+ugaNiRYFZr9qw+nTXGOP2q+aCFt3W81cK4bY7wCpVACGQRpiMIbs6T87MrsiOiBuRSlh5sMiPghCACpyccp5ZfWVABAC161VBpCT/4DBqVxsCtaCs+Jw+kD1bIo89/m7GqcreExRabdBIoQH0bi2AhO40xvaktL5CTgkdR0FAiB+IaVI2HxxSDGT3bYBhmSXUY1dThgHlXYBCe9m0vfRzoPKxCWNQNlKrIBBsrT19AkVDd5tliEcQaCsB1QH8cXfS5NSIcVu4vjJwrwQ8BzAMOEEAoS6QtupNdXtmGx4Nvnp4pdFGg96hIJBExzwgIfi1uz08s8Mp6IeFCVFJczzvbVrQn3iPAQZkHyNVrRSxrB0goICTDw176IKxbI1MC7yWWxooshp4SCEJD7v/+gIavspenLtq1Ok4PaYAgGlzpcOUevakeUxav+LAI7ugbktwKDyehdT4YpFpbV7P1qlLHz3NWlv1J6UUGilBk0eD2LRtUOvUcFwpwT+HsmDpoGBAHaPCNSNG7rQ2DiTcjYdOQuMn9TUAPgPyHgra3xq+YFhdBcYaCIKUQKi4A1KvG53Xb6LjzHfwlxLoFQx4AUqr//i3gFP7hmSgL6xICt9PZMPfb7dbpbebBTQzJkwhYgglpbhYaYNGBoSpgd8qOCQrrRssO5PGo+FvHcTyeoyMTw9Z/nt9X9wDHsXdqEuPPkZslrmgFJxXBFYiB+eww+km8A9g0drJw19KwN5nvLcNGYHqzVONadcu9sXb723YG9TlACgFQCG4veCddojlBGotgaCPu6BTysAyAO2RFwAI+f2JD8qApcEOrkuA1wGIFYBYxgAgIEA9uMbFVBuVSynAgIKqzOUIjPrUqzXOGYjX5y+ZYAmFV8SAYTUgxNFKRRIHIPzETU7JCptzoA6omPkgutRXWt8NWAImRKqbC8HrI6CalGAyv7bLeW/kgM9iT2XAVm+JVflRBNiugp4tfirR3vB5DcSrLXBzQIWNh8MQEfTMDVwozOzJztc56zZmFTLOS3U8atupJ/dC+djesZdv7B37OMNToqBot7H38/zkEYY4PV5OjPSP7WsOAJz7K2NQPyl9rgGxRNwKAJeKs9QAXIkvrGsE0IjmtsfNXs0KVarl9rgRy9sHI/6/wH+Ox0MSdMdLvQAAAABJRU5ErkJggg==) 11 17, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 17, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 17, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 17, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 17, auto;}
}
div.testarea{
animation:rwdcur106642 0.53333333333333s linear infinite forwards;
}
