@keyframes rwdcur207713 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAELUlEQVRYhe2VTWwUZRjHf8/sR7fbr2W7dEorK2kajA0BRQOBGCJmgqKIMfGgCenBkOhJDp44GNKTiYkhyMmPEweigkRjFNSJGqLGEILEkKYQIG1ptp11WJayLe3uzjweZlYq/aAoBA78LzPvTN7/83/+z/M+LzzAA9xjyKwv/e6lKBxpzbV+B7iOJSdMW3uBNHDMsWTgrgowf9Ley5nC/qZi02B8OvZtdJJrGmN3YpTkRJbPHUteu5MCjFlfPPpb8+kPJqJT3bFxb0cizztelN8rLeSMMuk7GRxucmD5Yd2ucTKVJGsUmpM5XpnO0O/HORG5Tta4Tr/Ws65azyHgS8eSsdpe09aMY4n7vwR0fq3bvDj7NcIw4KvyhRervCvKcNNwrKecAo1y3qvjDLAfuAg0AtuAM8DJmaIWg3+VoFpPSiMcB5qBr0R4IurFPinVlTuuZct4CQ56dbwB9AFVoAvYApjACsC/XQdu7oEpIAdsBgaBRpR083TDy1dSpbF811854BRQCvdWw+ApIOpYkjdtzZq2rjVtfdO0NXsrAdGb1r8Af4ZCBhWqAmfxcEl6y/16HRpvudrdUmxxFcYQfgUuK6wV2Bdy+MDzQANgmbb+6FgyuFgHNgKbgLjCKgnqu1ygmLm0NLP0fGZDxdCNnlHdKUqKoO5jAntCVwASQD9wGTgNlG/HgSIQVSgJfBpmEyew+Gmjahjpq6mtV5qKR2N+JNtUako6lhyYSeBYct60ddKx5MhCgedzoAR0CWRF8IGfgTXGNHuBZ4Ep8SkvmWjZPJUsryvXlT80bd07F69p68r/ImAQOA6kVOkGnoteY3ukwiqFHwh6pCCeuBm3dasHPV6dt8W0dVONIHzfAXSZtrbflgDHkjwwQmB5Bsh5DRysNLBL4BzQA3QAr4rPyvpK/IVC/XjK7XRfnEHTFj5XL2YmzB7FAYoEZ/yiGryPcIygXzYARxV2AY+rT751onm9l/R7GXD7wiQOA6ccS96rkZm2ZhYtwLFkWMPOVXiKoBEnCc7/JHBSoAB8I5AwKpG0eaFtt1R4iwv5mojv/7HD1hUEp2lOzL6Ob6juJQh0GsiJkFAlDfQoDAi0hwl0A40qOpJ/NP8xMv0Ryx7eE3J0EZRzEiiEJV7YgRk4F27sAFapkiAYUAMSjOoEkATGAVdUXDralyGxnQw7fSFHmWBa+nMFh9lzYCYGCfrAANIKKQka1A+DNhL0yjjghuJYerZtvZsq/hE5WWikyD6g6FgyPF+QeUtQg2nrkwQZjwNjYTa5Gf/bgLhjyUi4fkwjpN0lhc/E4IC3uvXthfgXcqCGAjdqOOtYzWFtVTwmM4UlL+UfyR9idKTEsof2zEe+UA/UUA4FLOqqdSw5A4zknzF+o7O9E7zXGR3qu+XGu4rRoUv3g4iheyvgAe5X/A0xO5/i3O33EQAAAABJRU5ErkJggg==) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur207713 1.6s linear infinite forwards;
}
