@keyframes rwdcur160346 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADu0lEQVRYhe2Xf0yUdRzHXwePdAeIh/JjnghMvasrahTtTOdAjBQaLVtttTTaqj9aLZeNGX80l9NZrQJZBf3YjHLKmss/NJUM1yQdW2gdQQohnnRwwN1O5O5AOO7u0x/HH2zA9QDe/MfXP8/2fN7fz/v9fLfn+3weuMsdJnauCzJ27lASsrPwtf8t0Qj0vxhcvVUcqfvojpgD8NADCg/er0SSWH78IcPc0baHivJVc+pduH1bzsbKj+uz9+xuY93aDxRFSZxPxkd87vp0EeGVbSdVLyr5sqb2icutUiAiWSJCR6uwtVRIStw05wRfHNjKq9ttrMt7UZV+S8Wu0mJXn5SISKGIZIsIfd3CX78L960RYF47oYYYgPHHLIfGUwwEAS0wCtDXB93dUFQI8Fq0AigADo9Hf8/kjTjAOXoDzpwBnw/idQDPAgeiFqCvp8c/QSjOHxiFtjY4dix81WrB4QA4Hw1zmDyIJlwugstTNjHhB6sVrl+HoSGIj4efGgGeB7xRC4DT1cTlK2U4B5NJTQW7HRYtgkNHAd4FGhZqlLP3/XyNTusd6bp6K5KuHAU3IEA38OhCjQGKB3pPWkSEn48LOeYNt6OnakwmE8bBf2WliFBTKRizv5lan/Yxys3N1S9OSjLptNohr9cbXGgAt9vNjWS9xdN4ysi3ddBpewuwTxMWPf2UvviX0/aHrS2y2tYpcZ9XCfkbahcaYAr5wNJZq8WNDYMlIlIgIqtEBL9H+HS/kKjbdRtDTCMGIC8vz+DKzEgbA+KBCYBLl0C/BJKXRPXTqwB443Wm4NJkbgIawG7vgsOHIRAA+0A0/cM7MPxPl9VxqoHusZtcbfkN9u0DpxNCIQD/fBqbTKY4NbpYgJGRkbGAz2dBiTVy7Rr090NCAnz1HcCThM8EVWzcv9dk/L7u/PALz1W7c8xl9A804ehXuY1py2pJThQ0COHDqHRquaDspcz1X9dWJ+14sypmhSFjphaPt/1xukREzCLCn81CUcEFteEjsqXyk80lwy5ZKyJ6EWF3hbA8fdqwsrK5aShLRPC6hPfKBUNqxOFV9VSc+VlVu8aQpcQCHXILQkFob3+Gnt4Pp+o8oUDKcExgPfX1cPEiWK8cBI6r9ZkV44VfZY2IGEWEE0eFt18Xli2e6eliMKS/wYq0FuAdJt+02YhYnEqXtXUM871azp2Ds2dhfBzcXs8M0hCOwRqgRk1f9T8mNlsznR0vI6HwkHLwCMBmoEd1jxnQzFFvAHYCIaAacCzE/C4A/wF7yHx3z5NnHwAAAABJRU5ErkJggg==) 15 15, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADCElEQVRYhe2VS2xMYRiGn15Vg15ojaSajDCkLimKqEuHTGgrkW4kRFhgIWFRVULqEnbiFpKK0AYRCSFBtBKRduGSRmPjFoxLUtVOmenQTpkaHa9FGZcSMz2dYeFZ/uf9v/c95//+88UQArNtNsuwpUtK3w8bOtf/9NkLv9/vDmW/IQpOHq+2Pn2oKZJS37vFwb1ias75iJjn79uzrUDSfEkTJQ2VhOulKCsVMVEbjdSODkbUNj5rRwcgIAl4RSfU18MIMyQN2GUkQGwwIpf721FHAVRXQ01N94LbY8Q/uACO5mZ8fMLnaYWqKqitha4uiIszZA4QE4zI1+KI9qcMzMPhgEePwOuFd+/gUhV4P24GbvTYVH99NUeP3Q4pjW3H9pnWqgvXzedOO1m86CzxscmBh+bMK0zJFuvXiIXzRHdLXPptselTg+qvAPm7dxUWvn0tq6ThkmhtEkULBCR/J8sC9gO7gTEhGfyJOXdue22SCiVlSqL+mqgsF6lJlX1q9BOxABaLhSanM6Hfl4UXXR3dzdbZCW/arGEPYLfbSWxspItP+B7fgyNHoKEBEhNB3A9ngMAt+Nje5ve/dc2luRmeP4eEBDh+GqAIcIUzxDdMaZswD/9ADAKagJzIGEeAbPuDFXEVh7L+ivnobWWZGZLYsrH6rwQAYPmSFRTa/vwFZq5amT2itKS0/6CB6RGI9SMF12qvzpZklsThg2Jy9vKImeeVFFvnSCqQNEQSN2uENVfh9g2M45cpyQsEdAIu+104dQocDoABQEe4AgR+RJ6WlsbWtKS1HlcLVFR0z/rLNQBl4TLvSe60TcyaJiaN/TpuJ/S21Jj163LS03vXx9GAqbfGAPne9ltjJbFz6xMjdXqQV1KcMevWzROJhw6cYML4jF9pLBYLQxrswtkoZuQIiO+zAPM73J48SbHyiZXLWn8r3FBcjDW3CdPgLX1mPnrGdNOodqdGSuLima9vl2q0blRI6vIDbaSlDKKuDsoPu/FpsNEAoZEQb2LiuErgKAYb9T//DJ8BtOU3455b7VQAAAAASUVORK5CYII=) 15 15, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur160346 1.75s linear infinite forwards;
}
