@keyframes rwdcur82979 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHwklEQVRYhbVXbUxTWRp+uFaEllKqAr2UloaPaoQL68I6u9HZqlETWSQggpo4DhvWOChWZhliQEXRqjHGBGImmR8SYURBjcrgmt3JfKAhmwGxrrQFtQHkQyxFKSK0paW9Z39I2VKuwp99kzc395xz3+c5z/vek/dg7dq1BMBezG8rAXyjUCjuRUZGdovF4nGhUOgWi8XjkZGR3QqF4h6Ab6bXLdj8srOziUAgQHV19ZcAvudYky6Xy0soilIkJyf/nJiY2MowjDEhIWFYqVT+x2g0rjYYDGF6vV6p0+k+02q1m1iW7e3v7z8HoHFeBoWFhcRisZDc3FxfJWKlUmkzwzDPNBrNVzabTUkIifV2AMR3zGazKTUazVcMwzyTSqXNAKLnJUAI8SWxXSKRjKjV6nKHwxHrC/IpAh53OByxarW6XCKRjADYPi8BD4kNGzYQuVw+Xltbm/ax4Ash4PHa2to0qVQ6AqCSC5/yfjGZTAgICMDU1FRQS0vLvnnztwB79OjRZyzLhkRFRe3hVMI7BRkZGWRgYIDcv3+f0DRNCgoKfuDa1dDQ0Kq6urpUAKSuri51aGhoFdc6tVp9mqZp9/Hjx0/X1tamTacjmpOARqMhzc3NZHJyklitVtLY2EhomiaFhYVXPQErKir2qlSqX8RisVUmkz2TSqUmmUz2TCwWW1Uq1S8VFRV7uMC9xsqnC3M2gc7OTlJUVETsdjuxWq1kfHycvHv3jty5c4fQNE0OHjx4Y/Pmzfdpmu7GhyIN8hEyCMBemqa7t2zZcn///v0XfME9hckwzDMA6TNfFhQUkPLycqLT6YjNZiMTExNkbGyMjI6Okjdv3pBr164RgUBAQkNDfwLgP0/K/cPCwmoEAgEpLi6+wJWW06dPH5DL5f/2fEA5HA68ePECMTExYFkWbrd75kkIwevXr3H06FGoVKqNAP48DwHn8PDwlwKB4Pv29vZVXAuKiop+9vPzi8b0iUlZLBY2LS0NAMCyLAghYFkWLMvi5cuX0Ol0yMrKwpEjR6jMzMwfAWyahwSGh4f36fX6lZWVlX/0nQsMDGSTk5N/BZAKANTY2Bi1YsWKGVCPAkNDQygpKUFgYCCuXr2KhoYGxMTEUOnp6bcBxM6nhMlkKm9oaPgr12RSUtJvCoVCBQC8kZERLF++HG63G319fTCbzUhMTIRIJEJ3dzcaGhqwePHiGXUsFktwUFDQw+vXr6sAdH2CxB29Xv+t2Wz2Dw8Pd3pPMAxjdLlcXwMANTIygsDAQPT19eHp06fo7u6Gw+GAxWJBfHw8enp6ZqVGJBLh7NmzEbt37344jxITfD7/1YMHDxS+EwkJCcNWqzUMACASiQgATt+6dSs5c+YMmZiYIO/fv5/5OywWC+nq6iK7du0a/BQJqVRq+lhsoVDoBgAqICAAVVVVcDqdcLlcsNvtuHTpEh4/fozw8HCP7DMKeCtx6tSpiJ07d35UCYqi3tXX1/+FEBLn7UajcTWPx7MBALV06VI2NTUVFEWBEIJFixYhNjYWdrsder0eU1NTsNlsIITMcpZlERwcjJMnT0bk5ORwkQiy2WyR69ev7/UlZjAYwgQCwTAAUFKp1PX27VsQQgAAhBCkpKRAp9NBJpOBpmlIJJJZu/clUVZWFpGdne1LYjvDMI98CxAA9Hq9ksfjGQCAEolEzs7OTgD/OwcEAgFyc3Oh0WjQ1tYGl8s1JwXeJIRCIY4dOxaxY8cODwl/mqZPZGRkXOFKTXt7+596e3sfAgC1bNmyycbGRs7gUVFRSEpKwq1bt2YBeh9WnnGhUIjS0tKIrKysh6GhoTcYhnl++PDhFl9wu91OabXajQD+4SlCNi4uDs+fP58J5kkFy7JQKpUoKyvDzZs35yjhS4TP5+N38fER/DdvMqRS6Wuu3V+8eHETIaQHgBGYbkgyMzNRXV0NlmVnpeLJkyc4cOAAqqqq4HA4UFpaCr1eD6fTOYuE0+mEwWDAmZISiAwG3MrOhu7Klb/l5+d/7Q3udDpx48aNQ/39/ec9YzwAiIuLg0gkQmtrK9asWQNCCLRaLfLy8nDixAm2ra3NsmTJkvchISH8CxcuBBsMhgCxWOzys9moUJeLHR4f520TCNj9fL5LvnixCwAq5XL/w999d+Cwv7+lsrKyBgCKi4u/GB0dfQvvbvnQoUNmq9VKBgYGyLZt20hXVxdpamoi0dHRpKamxq3RaDpMJlOCb0dUX1+fCoAMAM1O4EcC/NPX24GOZD8/t1qt/nhHVFBQYPacdK2trSQtLe2T4HOaUg5gLhLTjemcnpDyLiqlUomcnBzIZDJ0dHT05uXl7ZRIJJNcxbRQCwEsQkImqcHB6wDuzCEAAD4kXBRF9dTU1IScO3cu2+mcc44syAiAfwGRmUBiF/DFAHCIax3lfbwajUbX+fPndU1NTYzZbP7D7du3N6akpNzTaDRb7HY7xRWAC/gxELYH+P0ZwPYEWP2KY+ce4wEffjsP+N27dz8HYAPQMzg4+Png4GD62NjYkcuXLx9PTk7+NSkp6TfP3RAAJgHeKOD/CgjWAkE3gTAW6HoI7MNC7ob5+fnmlpaWqczMTC0A/ieWrgTwd4VC8YPndrxUKHSvBOxrgYFNwE9RH27HyoUoNWPr1q2zLwD8/2b/BZBCgZnWRyZxAAAAAElFTkSuQmCC) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82979 1.0666666666667s linear infinite forwards;
}
