@keyframes rwdcur98323 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 13, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 13, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 13, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 13, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 13, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADNUlEQVRYhe2XTYgcRRTHf1XVMzszmVU3h2xMNI6b6e7sxo8giiCSg4RFEKIIiohILsFcPHkWbwYUvUQJ6mEPogdBkFyEICFEZCUHP8DVJI4aiBoUXWJ2dj66q+p5WDeOuz2zM7MLK+gf+tLv1fv/mqpXVQ2bqxvMJgP4zQaQgUdcDrktjcxMq5qLVsZ+3H3jhlBl6ueosL0emRkb0nYh8tsEL3+x22zrzGnFpSMu5lgaU9pwgEbMIVdFXPj3k4akrZi3G1NsBbAxsy5CbGx+aN+uJ/qpq7sFkpAn21X2ACQxOvDsyBgc5DxP5S1z7ZAjynM3AEouGvzFfgBU1ksbclAJ7wN1pzis4TEFj/dbrUX+2S0XkteGAkir7NOKj4Ey0g2xd0VR2lpVfKhwbvHkWunBqvGaaeSvRTSoOYCAEh8EtI43Q31naowfEdnnkbPF885m8K6WrXJIKd4A8kMgdFY/I8IeBdu8cG+uxtmVKZmLsK05BSTrMl/SfqVYalVjDmQlZALk4TmgvG775X1OAajxvgGAR9dt3gEhmCvKqc+zwgHAbGWMXXrxiTHjJnIwqcXdtFbdSxa8wC25NfyFFxfQr4zV0vmsuAL44OZRPV1sfjcitrKW8SASZVpNH4yP1tpXu+VogEcuLXgn9j0v1JzwrofTGwHgMad7mUNHG57cFehCy/r9v0IS86DxfLhegNTkHi6cS0/0BdCpn6bKpXHbnFPiKkO7K8BzatGUn7nufL3WLS2zC3Z+XW945z4d2hyWWlDzQF6ab/VKW7UVf3mrruwN/GElfRw+azEI1gXqhb4B5vfqcsn6T5Rnx7XJUXgLXwXCHQO5KxDN81u+sWd6pf1jCrbO+boWjgJ+6RPAo0/UlblHtH4VdK/t2YvwJvAZCpwy31+V0ZcGgl6WjZhxIZJUR36Zn7x++/L7hbhYSSOOX7sVVbnsYv26izhmI+4HSKocdCEuicz0UOYAiyH5JOKd+cnyfStj7Vg/vQxgQ37/Y8U9qTlVDFpR8Wi/XgOf+PXJ0l1F15hFyAtcaar8ztELSWPQOkMDALTj/AHtfEGU/Sj/La1hzf/Xv0Fdfwv+O/oTzR8rO8L81gsAAAAASUVORK5CYII=) 15 13, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 15 13, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 13, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 13, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 13, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 13, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 13, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 13, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 13, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 13, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADH0lEQVRYhd2WS4gcVRSGv3tvdXUZX0MyCx3iA5l0VScjGhli0KiQheBCzMKFO4O6mLhwI2hcutAsRFyIIG58LQUXKuKEQDaCizyQgFFHIwkz6BCFMZLprq6qe46b7snMdPVjkg4D+Zf3nDr/d2+d+4DN1ZjbZADZbADdZP8NajkGX+NZXwuOZ/Xqa2U5jXo41Up4/LoA5LE9IDVUaqiPrU/r4fbV8QtT4zatbTkhNVoS88owNW2vwF/x7V0xVflelX8BjIo1ku1fqt8adeJ3+Mb+UNNpIER5r4h5J6sTra8zFMA2ss9b9eo4gExiJeZgYN2bxlzJqcCnt0nzbx/bL9JdLnE+fR1kpbYaXr5s7b39AEzZYJ4Ek07kV0U+EuyrDjkO7OlXSCHDEBhdmdTCondPT5zzP/b7rnQFFPMiRqyBGYvMDzJvzyRcZU4mHBpkXgrQnHKhIz/Q2aEGtg4qUlrYhU8Nldc14M1LRkiuxnS1ArKZvM6e2TtheZLpSzvcvrK8rh7IE3vCqUyP4oxSOC2QOtibGc6fyqv3P/pHq7E6p2sFcqIPEM5cuz0YeMjBI4BF3djdNtxZktOtRj2aiCS7gErQq/h8AaJwT2Ugx8nUVg+dTv3ZfeeLxvpgqYET+2A/c4C7+kavyFuObfmldbJXvHQbWoprbsIVqf25X7gLYGkS69TvGJF9msGxoQHy5Obtt7jga9TPjAggjETe8HHvs2RNE/pacMRQHMYw0qeCwoJCHMzR1YRrVkCC4NQKUun+2LhzW5+UmXcBFJIfRVlsX2hngMWr9D2r0L4H7AJwpFdu1zyL2L4AzqaB/Swq/F6jZtaYPBr2lyhcxPDYP8rv2+Cgwp+VOb4bGmC90l03PRn44mOr+UTHoZ97bnimOsdXw+H2eZB0FP3UPOpV3+oYeHhbbfuoLoGxNnh4WPOhAC7vrlKxxfPtbBFn322EPJA7nmha9+F/wpe0n0GZsd+ck+D9jQAM1KXdEfnO8DlJ+KFIKvPLU+Ea6G/Hoai52WbC4d/uKz/aRyJNoBlvnSiLLSVj18/4RtfAHrzx9T9J0xViSZndAgAAAABJRU5ErkJggg==) 15 13, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 13, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 15 13, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 15 13, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+ElEQVRYhe2WQWhURxjHf9/Me5tNomYbpfRQahG6L6ui1Zt4aRBBcurBc2+lt4KltgXBYin03pYeChV6FQo9iLdqkFx6q5KYVWgLLRXREsUk+nbfzHw97Ga7m93N7tsIgdI/PNh58//e/zdvZ94M7KxKdocBwk4DqOSt+OtIPDEV7OtjZCWj8bT6+kmjpuykuFiorn2a93lR3oKX6/bXiPoraADxzbshFa1dyPssAJO3IArpAwiNhjYvuB7fzaovFCAk43O1Q1OljfbzyvQBd3DsA4TXmqHtOqNlbumM+UgrtghQm4nLIWHPIICec8BXil+YkH6iRGsE9y3GvirIWXCD35ixV1zwH0fwM4pTiu+ae+m1oQFCYt8R/Petnu7RDpbyBKEEoGL/MFW/vy9ve8MdKgK81wodJRzYCAcIUriylbUDIFpK8fHEaTX2c8CNGN+SF7609vn5oQEA4sXVZ6p8hZJuFwApBFnc2tJzUqkZfxtl13bzTfBnBnp6Akj9RO/1kVOi+wZZOr6E/mh8RDPKeH0TYctJ+KeDoLA/7u9RDRMuMd8Z7D5H4YCIB5ueipd42GJsLwiV+IZo9hba7Bl1FXSR/Ju2bti7a5mVja6Ov0DI7jd+mLoqay8ovjGYxlCr7eFdAF53/xRMfMEZEjHk3tm6pBACT2ku6SD8stnSMQei6urlFsxBVnLvVJvzJZp/qm62ZCg9Vvv+bstt8B2evttxarg/4eizWwynWhRdemnJATwB/1kvT99B3vWTC5nwYNTwAD+OL6Xzg3x9AY4vrz+rBxZGBRCYcwmXsvLWZ46+nbXK5OFJy9nWjSGXpAo3lWhBoGDhYl3shyMBjC2vL65CpY75xmFXvDF3HBwFzilcbQdS+C2IPZ/BsXvEs2syOZsSX8skXnmEv9wvY2jdqkztqR2eKmy0/QxzWka1jGqCapkfNtd8PU30+xulmW2H95JPNgEk3QDDKvepGKAWmB+z9qSgNE7H/D0qwP/aaW33a/8f0D9LAAyWFQevCwAAAABJRU5ErkJggg==) 15 13, auto;}
}
div.testarea{
animation:rwdcur98323 3.2s linear infinite forwards;
}
