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20%,29.9% {cursor:url(data:image/png;base64,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) 20 5, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAI+0lEQVRYha2Xe0xcVR7HP/fOe4ABZoAyzABTSq0FSktBSiuufdhotd012lhN7DZRMdF1s9GY7P6zcd3EZE3baNaN7S6t6yuauN3W7FbdtQ8tVWiBQgtLQVpe5THAwMAwM8zMfe4f7WK1lrZmf8n94957zvf7ub9zzj3nJ3AT4a6syc4W2fygQ1iuw0qDgFGHts9m9JP9Kh/5G2vjN6PzQyHM97KiqqbisXRh913pQlWeWTFbpTjo+uWOVitRwUTLDJf2j2q/OvRV7cf/NwB3ZY39qVTh5S1O9YXF0pSoj42j+8fmzOc6Z2Ug5Ljptbriu0eE7R/U1R64VQDDDz18YWn5vhp78Blbd7swNTBIPBxBAEzfbxidRR8dJ21mwljkStk6sGDNUM9gS+utAFyTAXdlzRNvZMn7Y+uqMGY4EXSd8OAIsx9/Qk6gl3xBwCsIWK5REriYvlD7g8Gz4VDTX7/8UQDuypqs3z9z78ltW++7zWa3ISAgXmkxNDzGkQ8Pkti7n1R5ikWCgE8Ur8lKU3JhsMaeu2qwsfbizQB8Zwj27Hx51wMPbbp3QhEYm1WYiCuEJJWYopPqSKZiTQWsuoPWjiGUwBCjukaSIJAkCChAs6ZRJIdsWabU2z8dPf/+LQG4K2uS126oeNuRk2MJTs/wTXsnCzzZhCOzjAdDSCYLM7KGLz+Hyoc3cdaUynRrF5NKlMQVoTqbl4QSpUyXF/Vt2G7MXLgqVU0r6Y0Mt6g3BEjxlGvlKwq2dzS3ZVjjYQoXpDLd8DdON/exKNtJICphT0kmJGnEMVB1ZzlpG9fSFUow0zPAuCahiiZGzRlkJfyU/OKpnzz49LZHA5cGXO2NRz+9IUBkuEW74E9OXV9esCHfm4VhqJE1S6wgS2QvWUFr/RmaWjvI8+UimkyEJI1Ul5Oqe9cSK1tJW88E9slR3kwvfivjkQfLfOuqcWa40FRZ//TAe/uuB2C8+mbrimSPfXYE/5keNix3AFC12MRAxwHuyEhFmg2hNHxAZ2YlS0qXEZIgLMBtVZWUH6jAPzhM02sfdgpez3lXZmZRbDZG/cmWL+ebA3Or4Pnf7H7kicc3f1i0tFDUdZ3jhw+z3jPG6c4gywpSiSVU7FYDdouB6bDMyUEbxqV34s33IooiAHajyJm6htnnX/lgmceZtEPVNH/Lv/+4dz4AI4C7ssax7aENtcVFi0WAhCQT1m2cmvIRiQX5okviQFI1u3zd2AmTlmJiS5HCu+c7iY6OYXY6ySvII6oZ6fFPDuk6/U2fvf7SfMZzAO7KGrvDavxt18VBx4nGTszOLMp9Th7YtBaz2cTY+EpOHj+Gs2Ax0+IUGYQB8E/GqV5TxqKCPCaD03Rf7OXzutZTfznQ8LC/sVa7GXMA4+Z1xS8++ezjL9qT7Bxt6CDmXUL18uS5BguyXJSs38LXAwoql1OtqDpnJ13cvzEPAJczDV9eAodVLPU31o7crDmAOB2KdI0M+TUARdNZmW5EkmROnT5HY1M7oVAYWbw8V89N2aWOSC5N4ULueuBncyKKojA1NYWoKvb7y7e/6K6suWkA4+nWgfrqM7/TejdVi/0LFmMpUMmLjVC6bAkmk5GvG1pYUlaGQYCIZ9l4yVK792oBXdcZHvGjqCpq9wV+OtW+05pWvPQgPHkzAIZ8T5n32cjQL0ubj9Kt24isXM3mxenY7TYMBhFfvocUiwGnQeB4QHZ4rSJZ9su/D0mSuDQ4RCQapaOtG23f2yTJ03iUaJlcsHGg13/u7A0BxoZbA+tzlj+6VJrIuDQ6jrV6NS5DHKPRhNViQRAur9ScZAMXphWagwpFdoXp4ARDwyOMB4K0fHUGffceyuVJSkSRUj1BtsFaUudbtz8y3CLPCwCg5q3uq1BmHwvFx4WAaKRwZTHhSJjJ4BSRaJSZmTCh0Aw9Myrf9I8QGR5gdDLE3/cdQn73fSq++BdVagSXIGACRMChq85vrK76zpFzF24I0DVy9sKsby2Z8uy6wEiUyWQrvsI8dF1HkmQSksT5rj6ytSjlDpAlmYVFt7OorJj0w5+zIhq4sj6+DZuWYNSSZTs62vHRDQEAzvnbTkiL7hFTNPXuqbaL9Isi+fluzCYj09Nh3AsWsKZqBfl5ORQX5nLieD2FpUWEBMhtqJsTDJhdJKkxAEYsGerHY1175gP4zl7gFMSBrYkAQtxP71vdnDh6nKyfP8L4ZIQXnt8BgKpqKKrKXXcUc3F0HCXDCYAiGGm355Kqxsm8opemSQXzmcNVe4G7siZt7+xwX3WkO00HmjSNgK7TnlpEhkFi/b6dOF1Omr5qIpGQmBn2M322g0tOD+ULs5g0WTE5UsjLSkcQBGZDEQJ9A9KeY13FffV7r3s6msvA3Zp8T2l8JO1/VJmCwBgGHGqCe8J9CNu2c9Fgo0AKkoxOEqACHd4SLM/tYk2e5xpxXdfNofSDb7xSv3fTvADuypoMTZd39JszsZlSyZLDGOQQMWMSHl0lzZSOEZl8OXglZ98eJdcMd3Ds1deZ2HIfRnRUIGqz41mYT2Z2FqBHbjgEr733yeCd61Z7ReHyXA6MBTh75ASeokIyvR5E0YASjzPWfBbfP/5JSXcrBl2ZE1EEE7JoxKbG0AFZNNNuy9V2lZa/1N4TeNPfWBu8HoDBvepp35TF8VxLz7htsLMbZ6odb76XqKoSjOv0+6cxChq5Pi/5Zcvgvo3UGZLJbWvDrMkMWTNJUaOYNXnui2KijS/s3j/vObL315Hhlth8GTAKZSte7SxY4ZR6LqBFo7xz7gg+JUrAYkOuqEYZH0U91U8ZDZTku/C60/GuWcWh4XHs9e3dcZHbNmg6BjQCxmQCBnuw0ezY+Y4h6U/zGc8B6KJhRpcSaNEoAJrNTq9uw+JIAl1HGbtckrVgpaUnCj1RbOH/4AtHdvRanO8COTvTnIUGdBIIo0Cvv7FWmdf1agCam18SBgfMJsGQja5DLDYuKEo/3pwiXJkPfb8eFKNhTZkKHu6dCB30N9YCjFy5flRctzp2V9YkIwoVWlr6Ot1idYKOGI8FhanpY/7G2rrr9bvV+C/43usnyzrVqQAAAABJRU5ErkJggg==) 20 5, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 20 5, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 20 5, auto;}
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}
div.testarea{
animation:rwdcur132335 2s linear infinite forwards;
}
