@keyframes rwdcur98647 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGRElEQVRYhe1Wa2xUxxX+Zu7d9Wv9wDXGNjY22BjjwCbBBmpcVTYVgUaGACG0ENSK0ESR+gBVqqqoan7lX9uklZpGSZoXaotCoKmqUNoUWlPlRd005mG0mGIsGwcDxlk/9u7de+ec0x937UQRrJ2oP/qDb3V3Zmdn53zn+2bOrIWZUQFg4lNjDQ3RpgOeb6xU0ikC8CEAmsVanwnLVq5pe+Hh7z02GIkU3vvJL+qWRl96/vcn5Ec/+bXse/zn0tL21VMAop8niH2TseLaxQ1btz34radWtrZHiueWmpLSeb/o/OvRvZZl2QLGmrYN0fz8ovjSaBPboVxYth19t/No5H9FoOZL7euf2brzIW9iYmzEdRy03bOxtKll7SIRaGIDra1xN5X0fCM66Xj2xd6zfbdYa0ZYNxm7khXKWtXafs9CZiIBlDGGlbJcEUmwwDG+LwIoYYEAZl55VWFp+YKv9cXO9HheqhdANoBGAFc/jwJ25aLaCsuy2RgfgAAABAKIaEl/ngIz6fyCIrd9w5bc3Pz8A0cOvfzkkuXNmz66cS3ywdvHlwNwZ0MgAsADwNt2PnR4z7d/EFVAHBA9UwYAQIa08T0nurI1XFRS9nhJRZXnjE2Ex65fe7qv98yeTL9VANDatu6FuvqGZtdx3W88uq+5oLA47iYdGCaICIgYxggMGRgyYEMgYfiGYYhBvgEzw7ABdAium2TbzrK73noz+9Vnf9oCmO5MCkTXru/Yvn3XntzxsXEAetR1XY1pqQUiQQsoVkpppRQLQwOASNqidOv5HgCBUhqFc0qy59csun+ov/fWBJRSxfPKKyPaskcABd/3ddpxTLUigNYWYLjIT6W0tmy2bTvuGzdNYopq+l1Z4e6TneNHDjyzd9SZeCOTBXZtfePDlVXVYOIwM3siQTbBAwgDSmmMj8ezD778q9PDQwPXiueVlW18YHd9TqTIEZPSChK8JE1GxD7f/d7w6MjV/ZmCA4A1Fh/98MrlAVtbdm1VTa1NvhEWAqXTYgELI+eVZ38We+PQ/pahwf79/4mdfSmRSGxd3rSmTIg9YlEMATFDhGFZWR4Edd0n/34CQH8mApqI3us8dnT36wf3dxtDuSzM0wpAoJWFy4N9dtdbxw8jOCkA4PVd6LmcSrlaIIFlwh8rAAGUAgBnJgWmj1lOTh6YCCw8nb2QwBiDsopq07SmfQuAcHp6eGHd0sqwHWJh4emNiIC48Tw9v6Y+3rJu89Pl82s3ZbRgqjO3tGzn2vWbqlnIcDp7ZoCJFTNMXcOycuN7m/KL5mxedvcX992345EldijLIUNawCAWkAiEBUwCO5xFi+9orjvf01V9Y/jyi7ciYAMoqaldvLlj2646ZWmXPAEQLMIswfkmg7xIxN3xyN67UklXQ9ssyop7yeS0/CyfsAGKyRiwVq6l7IzFzAawoG1dx/MbNt7v3Ri5Pg5AMwmYACaCEQ6KkTEQSNyyw9onZuOlNCTYoSwAp+UXVqy0ylbQ4aSTsJNuIjaTBVfyIgU1y+9e2RQKhx0rFFJeyoCIgocZTAYcVERliGCIlBCBiCEg+CxgJoDAVigr+/Q/Oyf//c6xS6PXhua+f+JPDwIYybgHBvsvXqioWvjNxmhzwYXz53ILikosUZbnG9YiUCKiWEQRsyKCYhbFIhIcvcAmZkEoKzfn9MlO67VXntzRHzv944vnPngdwNlMCqipTnl13aP1S+747tDApQMrWr+8Zff3H1uRnfsFx3VTwWYUgSHWzABzEHhaIRYobelT7xyffO6J7+yejI/+MVPQmxJAcCMaBNdndscD23/79V177srLyx/3ja+JgqDCYMMEIta+IRATiASGOfLLJ3549tKF2H2zDT5tQRpemgAAmN5zPYeuD1/d1hhdXekkXJ10UrbxOW9sbKw8MenMSUwmCvwUqcT4hHYmJ0JgrQzxsvNn3v8LgCuzJZDpb1Rj3Z2rV4ULS432yQWU7nr7mPPu3478iwHNzLz0ztULVrXdW5Z0EtkDfeft0RsjfwYw8FkUyERgOHaq6yAYmwuL5xYLM/7wu+dig5d6vzI1oefUyQ5iOTw8NBDr+sebTyUTH/0GH5frWUHNPAVRACXp/iiAT9/tKwDEMIu6fxu3cRv/l/gv9dyzXaQRSAgAAAAASUVORK5CYII=) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGAUlEQVRYhe2Wf2xVZxnHv+97zv3ZW3q5QmmB0rUrpcWOtrPTjmRMyf7AbRnbFHDuV4fLnGJ00clilmmmiducyaKZMcs2ihnCJjoyCEswIiaKoRChgMCFSpG16ejs+rvn3nPO+zyPf5zTUbeU9oY//IcnOTnvOec95/t53ud7nnMUZhmZTObF2rrldUTEgNLnurLZkcHB78/2/unCnu3ExRVVn938zHMrfGMc41Pypz98Mj0yOHi1+tDTQH0eQDQ8jiYSqbY717ct0Ym5nsSKtV0811tz70PVqdScNgANk/MqqpY+C2BFIQDWx8XXrntg56Ynn3k+GovX97x3IXHX+odfb/vm9x5v/tyt2vM8sIhFJLqi+vr49fWNG6qXNTzkuV513Q033v/ljd/5Rmn5koe7syc7jfG6ZgOgpozT6+7/Wvuj39p8d2nZosHzXdl0z8VuXd94o7HtyOjY2ATIN/CZwMaAhGFFYjBGov19PSkmMiXz5g8TS/LIX/+Efbu23Xep5/zuQgDu3PK7fXtaWlcNDHzQr2EpWFYEzsQ4GyJtSD4BYAzDJwaUYjZGe54LQ8JWLD7v1Rd+0Hnq6MHmQkowUFRcXLW4suqGeDLlG+PD912wiBIRsADCDBaBMEMgYBawCMgnxURgYUBbkWN/P9B/8tjB706MDM9YhqkmHNy+5dc7ey9eiNqWxQDAMuWqAKLCweVTnxgxi33m+OGB/vcuvDuT+McB4usffPTZxptW5l3X1ZDJh0o4FACKlVJQSvHkZQkHk3ttW07r6juaMvMXtBUEkEik1t++dsNysDiAhDkFexFAawsQpH3XTQuQtm2bRTgUv7wO5HuoqK715i2oeGQ2AFb5oooXVt225qm2x55Yd1PrLZLP58DMYJmsd8A5NjYS3/H6L079+d23T3SdPelUVi8ri8aKPENGYcp8YlGAoni8qFiEvujkxpu8XO6P0wHYK5pbVr348m9aJyac8Zzj5EVES/iwMCsWkeSO9peze3//xs0APADRXM7teODxzbVK4JBACxDew2ADU9/Umlra0HLbtl/9OJUd/PAKJRDljAwNwc27eWZoZoaIBBsEWlno7em2j/xt/x9CcQDwurtO9bpuXgtEBz5hiATlEIg2vm+YaVwg41cqgRYgmZpTAsu248zEIgyazJ4ExhiULaw0n1n5hXswpT1X1dQvjtoRFhb+yIgIwUWxtm0NrVOASl3RA44zUXf6xNG8sCQqa2oTvu8Jh9kzA0ysmGFq6hrKje/dVZyee3dDc+sTa+97bJkdiTlkSAsYxAKSoDdoWFb2+CFn/zu/PdLbnT3i5p1pPfBRJ0wkUm0vvfZW+9K65QOu52oiAZGADMEnA6UUfPLnuLm8hrZZlDXs5XKamUFs4JPAMEEMGFCp9peePnzu1D9uvVL2gQfCyOXG39y3Z+dpZkkSCZgAJoKRwBPG9yEsw5YdHWbBsB/2isD9AIfLb1kWev59Njpw6f32mcT/BwBAftebW390/GhH3LIiHGQmYGYIExgCItZEDCLSwsFyCwLPiDCEAUOcPPSXvZ2DH/ZtLRQgc+9XH/lSaVmF53m+NkwgJghRYKxQkJgDYWEwOPCJBN+EoGvBLP10S6ZsYfWaQgFW3rL6jq8sXHLduO+7UEohFotDIByYi2EEYBaAGRJCGBYobbGCHbw1ZLzG1tXXlSwofW42AFO/hh9EIrHllTV1zSWZebn+vt70+bP/TGZKy6N2JOK6ngERgYXAFHQ+OxpnWFZsaOBSOu/kI8mikpwVsZPHOw745zo7vj0+OpQtBCB/7syJtyfGRhu1ZTXt2/3Wru1bfvmzidHRajsar/pU6ULX+D4JsQKEdSQS6TpzYu7pzg5v/+7t2/oudl+YX764pbPjgL935ysbhgf6Z/wZmS6iAFbjctOJJxJFGzc9/fOerXuPjbz2zuH/vLrn8NDXn3r+/aKSko24/A8YXVRV8xMATYWIqZmnBFFRVXvwngc3rcznHGjLxu4drxzqu/ivmwsRuyoABJllphwPAzh6tQDX4lpci/97/Bft7KMqaLmZ4QAAAABJRU5ErkJggg==) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGkUlEQVRYhe1WWWxU1xn+7jl3hvF4PAxewLUpNi6Lw2YCTllKk4KqQBRoS5qAoA2pUpWGly7hrVJbVXnoQ1WpKI0iIjVBAdKkoSwBVMVNIME1WwkBgYGQIRBjsAPEG+OZu/xLH65REKUG56kPfC/3/kf3nu87/3oshoi6+infm9LwwPPVNWNX9Vy7aoPAzwDoAuAPda87Ydp9U+//DYD4zYvTH5h3YOt7p3TDzv366z++rMuf/oUCWPBlSdzbrMXT6dKVa9b+6vmGxrmpjS+tm/yPHW+8OL1xzor0iPK6OQ8tHBMEXo8xLk2bOdfkcrk0gL4vK8C5xS5dvmr15ocXf39R/eSGXEih91lHR+rMqeOJmrETUTK8FHCcPq+QD1jFECt6urvMtk3rm5r/ueM5ACcH9qkCcPluBNhb7KKGGbOeWPDwkmoiyoeBZ4qSxWHd+EkF6w4rMFF/SKGqiKNQsCiKikp07PhJMypGVT959vSH7XX1U9fMWbD4D+0XPjkdBl52qB4AgCm/X/fKiXkLFl3L53OGRcAsIFZwSAiFIURgFRAJQhZAHbHWJlqPH04NLxuJdGmFbHn5T9n977zVAMAbigfij6340Z8XLn58rLU2EGFHFVBViAIqAlGFikChEFGIKpjYIQrC8qoqz3UTBaIwP7q2/qud7RfGfH7l8vbBBJiBZyUAFMVTK5csXflYWfmoviAIwSSiRKJMIkTCzF/YHApTKEIkwiREIfJ9OQn8gvi+h+FlI73aCVMWAxgzmADXdd1pq5752e5875XsNx9Z1jh93reCfKGQKo5XgEUhKmBRDGMFiUAEAyFhwxx5gVXBzGBWkAqsa3Hg7a3txz/YtxZA26ACiKh01uzGqkeWfDddIM4Vgt4gERMjCmFhEDOEBOpaBF6Q9sg31rESi8X6PAkgEKgKVAjCAkdUOAwT+3ZtOtN54dxbg5EDgDtn7oPLa6rqOns7uzsL/VHSkRCEBCETKCAoFN3d3ckNL63LXrrY3lUxsrL08R/8eHSyOJXzfd+ETCAihMRgJoShJNLJdAbAHXuEmy4taxw9fnJVIV+I+yYZsJJhENhK5NoYQ1QTmzevyzY1vb0EQB6nW5M6LNX8w58+Ow6u5A0RrDCEBWBBzHVxX+ODE44c2jcJwMHBBNiSzIjPD+9vHuUYm6mu+VoqIHZY1YrAKmBhY7bt0/Mlr/3lhRf7c317Bv4LAbNk9vxHxzsmJgJYcRwr6lh1HCvi2OLhpcREc3q7rk70vXzT/xJgjh0+sHXX1r/O3/7mxixUEyoclRoAEQWFJJVVNcHMuQ8txRdzIV4zbuLomBsTFZGoRhWCKGlFGIlEcbBo+U9mfKV23NxBQ3DjhfzwzNUrHbPTwzNQ0ajOFRAWowLviSfXTDJwWjo6Ll4pK6+sfHTZ0xMUTl5ETNQTAFUACqgoWAUsnIPj5O5KwMGWPetPnfhw9bz5CyXkvJGBEhMREBOKUylvxeqfT/cLnoFxRR3bExQKBlCoDjQoFagCxrjC5GesGzfWsck7CnBd9+vfWfbU2vqpM/Ke70fkDAgzSAWqCiaCQnusGzchi1DgG+iAyxWR+0Xhmrj09nZl3tmx6ejI0TXTw9D/5I4Cxo6buHbFU88sKy0rv5bP540wIBI1IBGBCkOgYBbDrGBmoxIRKqJqURUYx0ruem/m3R0bmw7t3bkUwCQAgw4kAwDnsx/97lDL3ryouo7jSlEyCTgQFoIyQ1Vxg5BFImIVCKLOKBrNBOMYt/VoS+7g3p2/BBAAOAZg0BywACAiV7OnT16ZOmP2MmNM8t8H3i8qKi5JlKQznh94EYEIwigpo2EkClEGDSScgZXPLrWlt7+67rlCPrdjMNL/EgAA/f25U52XLtYe+te7x17f8MKzfuBlkqmS+8tGVYVB4BOL4zAzRBkqKgJVNz7MYRYwE5hVi0syuJ7rq/r07Ik3ARSGJAAAdVxq23b54oXtAM5nz5zcdqTlvWxFVfW8yuraBDGrioo1NkZEI1gocbb1eBLG2KJk2ou5w3C9tyd9tbOtItt6dAuAjqEKuBXs+4XWknTpqpnf+HaFA0vxeNweO9Tcv2vLKx8cP9x8bvcbG36b6+kO6+obZl1u+zjZ3PT33e/vfn05otjfFW53Kb0ZUzJlFfVHWvbEvXx/0roxbH9t/an2Cx/Pv/HBkZamv+X6e6X93EfNues9GxAl313jdleyWzENQPlNdheGcMJ7uId7+L/HfwCf8CqV1CSqDwAAAABJRU5ErkJggg==) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur98647 1.0666666666667s linear infinite forwards;
}
