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6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAILElEQVRYhb2WeVCU5x3Hv897Lu8uywLLIXIoUiMqICKHQLitgho7JiRN0yNpJ0ljM03iTA6bse30mMS005mksU3HdKa1GjtKDozxBCKOsQoKKnihcgrIwi67y7vLu+/uvm//WNhDwWOm09/MO/O+7/M8v9/n+V3Pg927d6l79uxUHY6JvymKosf/WRhVBUZHP0BjI/9CVdXaQQC/eRgFWoHVbVxtqCrM1j+XlqIRwgUaCgiGTC60Xpzo/GS/+f2BYal3tvVk9+5dambmm7COx8E+8bpcWrr6Y0EwvEZRlHw/47VrogserzbWl+ZGxEYbGDA08Y8pKiC5FFy56bTWN1o+qW8Y39pxTbTc5QEAYBgVRcXX0NDwDnfyJLepvHyNDOC1exnf8lJi2XdrYuozFgozho0igKChkLNEZ1g4L2xTQixX8Lvt8qohkxwCQfldQRwoK+sFwZ/R1HjsWavVWjWb8ZJcffG6ssjPl35L0Kvq7JDTQ+FaGt/fELP8xafj/3kXaPAHy9pRUdkCkG2Gc+dOH3I4rD+dSXFtjfG3uRnhBjLlcVX1PSHGVYAEfevCaDxZY6x5er2xZFYAAGAYJ6qqOjA5+UemtaXpr6J4uyB4PCGOLyvLiyiejjchvp06JK8fxC56oSgBoum31EQNVZIb8ZN7AvggRFRVnYXN/hHa2i4022w9fojqkojE+Yk8Ezz/69NWvPSrmzjVbkfbFREvbL2B+iaL3ysEvqRkGYK5cdx3kuI54Z4AXV3JaG6Og0bTh9273uN27jzgX5Cepi3nOTqwOxXoGXThUPM4egdduD3qRnOLDQODErxBXqCm4jEnltNnpWv9dkN2IkkGcJwTJ0/yADabAOZUSakGaWlppuk5LEOWEqiYjjAhwMaKKMxTFaTPYcBxFPZunY/FBQYwNAl4gfjXw6APmPW/WSzR2LOnABWlXYiKCkNUZJo+N2/lHkEQ9gZDym4FwfmmqgA6bVh5fQiaPjdUBciBBi5WhVoW49t6UDbKsgqz1R3wDACYzRS+2r8G+flv4dMvFqCychDHGv+hER1i7Z3hmRC9DSoJ0qiogGkSPC0BqhcEXgi0A3xrP1wWGSTUPm6NuNDZNRkAYFkOdXXLkLX81c4lS5btzMz84dj5dg2qV19Ga8s3TwQbL84Jj7I7vMYTLTbIbtVXajQBm2nA+AQPhwMQRZ9XaNUNxeEJgfcqKsZtnoMDwy6nPwQ1NWu2lJeXIjIy8hTDcCcuXDh75uzZYqPRaAFFKf7Fzz8VF79hVfTNivwIwTbhxdctVlTkG8AyBB6TC1F6F2g6EBaJD4cQyYUAmMxuHG+1fwnAr5jR6fTvBk/KyFj++qhp7ZZbA+eZ2qeqOqf/VxQY9q0uMgg0RaCJprBovoALV51YsVQLbUYEbINJoIcnQFEE3jgd2NxosHrWr1dVgXOXxBuHj4//O9heSBUAAEVRJwCcAIBnf/wnAMC6iqiKR1foC+ipWlJVIHkOjxv9k3BKCoQIFobHE6HIvvSkOAoUQ0K6oaoCotPLJMdz3KglkISBgr6H/Ghj7M8rCyIKaYr4kmrqCeMpDAy7EG/kQCgCiqVAsRQIFSjRYElPFQyJc/j1Y1bPp939kgjM0ojuFJ4jS8mUcX8JEoCiCJQZDqPgsyG4D9A0wbeLIxc9WWP8/KE8MDeecyUn8OvDGMI4ZRUjFg/OX57ElW4HirL1YKbdHbzjoPLz/ycAQxMkxvMJY+PutvNXHF0PBHD+suPS/ibHl1duZ8WA37jY4i6HS1yIRQtGEB/t9YdkGoLMYDzQOwENTxG7wxtb32D5111JOJtsevmNZ2pra59wOhxIX5yOSx0doHQVaLv6NlakW3wG7oi5CsDlUsAwBHTQbYmiCB5J9R0v9wXIebkzQaXkx7IKwzZ1dkto2r8DNTXVOPjVUVR/7w1I5E0w/Z8hM6kFhIQewQTA9T4J0QYGCbGBnkAACDx5MAAA71PEI7QN8DqH6RaWZeeg4dgxrCzMx/GzfdBGxKB/MhWSrQ0rFsv+e+H0fuOMLHoGpRAAVQX6h1wPBnDuw6W1mZnZmet/8PeS4SFJp6oJoCgFWr0ej0ZOQBsmgaUXYMT+M/QOvYe0pNDuZzQw6OjyYtAkY+4UhF304MhJayfwgFUwMnJ7xOvxJObl5eVGR0UgOysbFE3g9bhhMY9Ar5mE13wAjySNQ8OHVjYhBClzeJy5KMJsc4OmCeqOmDt//UH/hgfyQGFhkW7d2pqq5OTkeR63DMu4BKvNDkIIoqIiMXr5l8hZQqBNpQHVpy444wFf/ZfnR6DxtBV/2DH00blO8Z3psfsChIVp1uTm5e3T6sLFrmtXP0tJSSkoKipKoKdOnmNHqq079u07lZmGmoR4HnodDY711eGkpMBsdqN70OXsuSV93Noh1v+n3X5iyCT7j0kyq+Up0QqsvrKq+jG37Kk7dPigtO3dbb9/5dVXfsFxvnharVb09fZisLcHlpHbSD26GbJTRXg4oKEBQVUgTiiVWYeUppn03xfgTsnKWlZYv7++OXHuXKarqwscx0Gr1YFlWVw89AVym16EPOFBZJRvvscDDA+hMuUwZgR44EY0LVqttk3D89LY2Jhu+/a/PJeaOr8u5psDb2foHW8tp/qgujwQtIH5sgyTaMeN2fQ9NEBKctJmQRB0Pd3dluvXuxq2b/9Q7F6FM3E6gKMBswOINvrmejyA3Y5dS06h/38GUFZescFun0B7e/vOo0eP3gIAqxkNsgvPcDxSXRLqJiU8H64D53Siw27F3nvp+y8usS2NeBNkngAAAABJRU5ErkJggg==) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIBElEQVRYhb1Xa1CU5xV+3u/79n5jWVhgAVEQoggLKEUQBCpi1DjVmFIzTZtJTVCnjenUxraZ/tAmU5uLxoZJTJyxY5uIRMcptdY6VgrqIOBdXKNgqC4KqHu/3/m+/sBddmGXNH/6/PrmnPec87znnPc934vWw61cW9shzu127WdZVo7/MxiOA4ymPejo4G1avnz1KIC3v42DzDS+tH6xYlNthWLVvDkiiIQU/AEWo4YAOnvtt9pPmz8yWoP6RPaktfUQp9X+GjZrGhzONwN1dc8eEIuVv6AoKvBNwZs3pFV+r0F1vLJEplbIaDA0iehYFnD7xqEb9NhOd1vfOXXO+vEVnWuaTwoAGIZDdc0geLz3+d3dZ38aCvne+6bgP39F88b25qzTz9Up1aokJiY4ABACyMQ0lpTJkt54WbPnhZWqXqGASo5LYMLAjbq6MRDyMTo6Tr9it9uXJwq+rlFV85P16t/lZQkT9gyJ4qNSMNj0g/SF2zZqfpmQAADw+QYsW9YHQnYnXb7cfcrttm2J57xppeqdogJJEiHxtPGhlDNYv0L1m9rvyGsTEgAAhvGioeEGfL4/MpcudX7qcj2ujNaXzJfUV5bJaigCcFz8YGwC+fw8MbViqfLVGQkAAI/nxvLlV+B0fIZr126cs9vvR0gsLZc/l6kWMBw3keZxlsOJLgs+PDgKmzOEzot2vP3JAzx85J/mVySgUFwgnpeq5DGRDccjMDg4B3o9HwLhGFoPfcDv718nDusKckW1DD1ZY4+XxV/aDei56sDSCgU6emzYd+gRKkvlyM4QTPMtldAVmel8odEadE0j4PMlgc/34MIFBhy3zUAI01NXJ0J+fr4hvEYpZ0Ciii8R0di+MRP/WShFvpzGD6sVWDRXhOoyGcJZAhD5FgooSESTiY8QsFqScbitGvX1g0hOFkKpnCOvqKhpE4vFR6NJsizAASBhpxyHfIMbRWYrqC9NyAWgkYpBm6QgOZHERYj4/Cw8XjYipwDAbKZw8uSzWLz4V2hvn4uGhhF0dX0hdLnsTVNT+MgYMHBPu4wQIOQdB91vgBQOiCk3JJQbKo8Rgc5HYANsjC3HAQZT0PTwsT+ioHg8Ho4dK4G2ZNutBQvKPi8u+pHpxnUhGhsH0NfX8/1oB5lp/OT+266x/kE3xp+SYMQ0gkVqGC0UrDbA7pjIEG31gA3GEgiOczDZg/80WUOeSAlWrVz9Vn19DZTKlB4eT3C+/8b1i1eu1qaoVGYI+JPnqXFJcu32TRl7K7SyhQZLEL03nKgum7iHKFcQyUp2oi5PEZKLQJjYQzb2JICL1537o2WMTC57N1pQrC3ZbjKveOv+fR3z4ouNtwCgYI4o5c3mjA8aFisWEopAJqZhsgQxagggK40PZq4MLr0UVMgPwgGB1GQIVmhACyYJcBxw7bZr6G9nLLdjCGAKKIo6D+A8ALz22l4AwI/XpWypKpVVhDuJEED7jARnL9mRlcaHTKtAKK8QIR8LwhBIJTRoAT3tFHi8LDMvV8S/csuVmEA8NFQp66RiOkYmFlJgOQ7BEAceQ8CT88CbMhmir2qKAjasTpktk9Ln9rU++u6ZbttjIMFNOBWqpPg8kxU8ePxsXN1UcBzA0ASrlirnPd+oag/L6ZmMmpo2VO7cuWPr8KiwiWGHGJohGGcBr5+FfsSP4TEfSgokiDeUotMPTHwTAtA0QYaarxl5Erh2+2vP3YQEduzYWdjc3HyWn7Jo2fz5RYzeooXJV4eDh82mI//o665ZJMurKpGDokhMoHDgmSalREgRp2dcfeLfli8SlkCrLd5aWFgoH7o3ij8dbENmegZy8gqwZMUaFORmDOTNEoGmSUyThXcaDZ+fxfg4FzM5aZqgIEcEYIYeoCgqfVivhzigg1pM8Ne2L7F390eYW1CUYnKmbZkabGoWwgHv3PPCaA1OI8bjkZkJ6HS6k16vFw6HA5q8XGTlz0V+cS2O9oYwZmQNDmcoZn30DqNLoFHzMfIk9leQZYHhMf/MBHxeu/Sr21+hqqoKGk0G3G4XZqXTWDLLMGA02dbeueeNWU9I7M7DSFUysDpCeGIORmRmexAXrjpagQSn4Gevv164Zs3av5eWlsJqsWLgzgAsViv0+mEcO9q2qutc99WcLKH9mTzxStnT+yFR8xFCkKMR4OJNJwyWIAgh+NcF277f7hneBSS4iGbPmrWjvLwcDx48gMfrAcuxyM7ORnZ2NoaGhrQAruw5MPpnf5Arfnlt6saCHGHMP8JUMDRBXbkCHX02/P6Th5/ZnaGtEV08A5FYvEwikUAmlYGiCHQ63b3+/psvdXdfqKEo6nMAcHnGbe9++vDVgSHPmZXViqYFeeL16el8KGQMGB4BxwJuLwuzOYCvH/o9d/XeA33XHccv33SdN1onx2Rc2ps3b65pbt50orS0JOnu4F2Mjo1CnarGkaNHdu/atWv71PUXy1Crno0zPgHDd4Yo2Bw0FPJxCAkgpwNw29FQdAqdcbMTT7h///5ugUDwvMfzwnsLFhRVjIyOoLOr65pMJv9DvPVCHu6liOCRSkN8DoCFA1RPnyChEDBmjWc1AwEAaGlpOet2e6q3bNks7O3pRUtLS8BsMcd9riWrUC4QIgkAXC5ALJ3UBYIw+LwYShTnWzwtEuN+I9alpqFdIADMJkCVAjD0xO6NZnyoOY5pL6Iw/qdx/E1w2NERDOIlikIux+KY349moQh8vw86qxlHZ7L9Lyp/HZkWY/DYAAAAAElFTkSuQmCC) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur107573 0.8s linear infinite forwards;
}
