@keyframes rwdcur118584 {
0%,7.9%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
20%,23.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF7UlEQVRYhbWWbWhTVxjH/7n3Nm+9SWoStbYaTZoamFpa7RtqbDuaSKUIZbWjzvqxIE5FJw6FbQ5pJ8i0Y8g2WrdiEWYVWaXFlkhltMp8gXZNMTEusfZN26QupnlP7j37MFfsGEzJ9fl2Lufw+z3Pc3jOBd4gWltbGy9cuPDDm+x926D//SEYDLIMw2wsLCzMKy0t/Vyj0fzodru3a7Xac5OTk+M+ny8uuMXAwMDB9vb2xuXLl+eZzeZbhYWFRKlUEqVSSViWJXK5nKhUKmI2m93r1q3b09nZKReKLQKAU6dOtfr9/nB/f/9uj8ejTSQSizbxPA+apiEWiyGXy6HT6f7Q6/XXDx48aC8tLW1P2eL27dv5jY2NCYVCQViWJVKplMhksoXMMzIyiFQqJUqlkixdupSwLBspLi6u5DhOmyqbAoBr164V9/X1MTKZDDzPg+d5JBIJRKNRRKNRAADDMIjFYojH41Cr1dJDhw4ZaJr2pSzAcZx6bm7uG6/XC4qiIBKJQNM00tLSIJFIwPM8gsEgkskkCCHgeR6BQACBQKAmVTgA0CaT6cOLFy/W+v1+SCQSEELAcRyAv7NmGAYcx4HneYhEIlAUBYqiEIlEDGKx2OX1ekdTEWBomv4smUyC4zhUVlbCbrdj9erVSCQSUKvV8Pv9GB4exszMDEQiEQCAoijU1NRcPXv27GCqFWB27dpVdPLkyRlCCFNZWYlNmwrx+LELiUQCVqsV4jQxpqanceLEcYRCIVAUBY1Gk1QoFF85HI7JVAUomqZfHDhwgAeAR48eQyJmUVZWhpKSEoRCIdy9OwKpRIaGhgYAACEEwWDweUdHR2mqcABgACAejyMtLQ0lJUXIysrC7OwsfD4f9u7di4mJCTAMg0g0BAAQiURoaGjoN5vNoz09PSkLUK8E+tVqNWw2G1QqFXQ6HaxWK0ZGRqDRaOB2u9HR0QGKomC1bk9u3br1p507d6bcf+DVJPT5fGv37dt31+v1ZhQUFCA3N3fhEjqdTvT19WFqagpVVVXBubkX17u6fvlICDjwqgJardY1NDS0r7q6GoFAADMzM9i4cSPy8vJgsVhQX18PvV6PcDj8yfbt1t+FggOvKgAAN2/e/NXj8ayNxWIZDMNIy8rK8PLlS/j9ftjtdjidTqxfvz5QV1eXu3LlylmhBCgAqKury5qdnR2pqKjQGo1Gqc/nw5YtW1BVVYXz589DrVajoqICNE0rr169+vXExESxUAKL4s6dO3/u37+frFixgshkMpKenk7EYjExGAykvb2dXLlyhbS0tJQLyaReX7hcrjsWiwU6nQ4sy0Iul4OiKJhMJhgMBtjt9s6HDx96hBRgXl+MjY2dGRwc3BEKhZCdnY35+XlEIhFwHIfh4WHcu3evo7e3d/ydCRQVFa2RSCTwer2oqanBsmXL0NzcvPBO5Ofnv+jt7RWSv7gFPT09hycnJ1FcXIySkhKIxRLEYjGsWbMGbW1tCIfDmwWlvy7Q1dX1/vz8fN7ly5fhcrlgs9ngcDyESqWCwWCA0WjEgwcPPhBaYGEONDc3f3vr1q2PnU4nkskkeJ4Hx3HIzs5GJBJBY2Mjtm3bxqtUqi0mk+k3oQQWKtDU1CQfGBgIi0QipKenIzc393BWVhb++UGNRqNwOBzUs2fPrELBFwmwLIuWlhY/RVHYsGEDjhw5ctNisYzxPI94PI7p6enu/v7+sczMzJ+FFFhoQVtb25cej+e98vLy2vHxcVdtbW1BfX397oKCgtaMjIywQqFoOnfu3CaXyyX4PQAAjI6OorW1NX/z5s0xvV5/FwC6urp0p0+fnj9+/PiT58+fq202W9M7gb8e3333vePSpUvPOI5TA0Btba392LFjT9xuN+V2u5n/O/+2sWgOJJNJaSgUvHf//v3M7u5uJQBUV1eHMzMzkZOTw+fk5CSFFliUUXd3955Vq1aVT01Nged545kzZ3YMDg7Gh4aGhOb+t8DTp089R48eHdTpdCCEzC5ZsuRTo9GYd+PGjS/elcBfNOuCgkQp7bsAAAAASUVORK5CYII=) 1 2, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
32%,39.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
40%,43.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF6klEQVRYhbWWbUxTVxjH/7330jduW2yrIGC1pazJVATFQpQiTIupISREZGGbH2nmnBqdcfHDtiwGZmIWWRazLeBGJCbzJWYYiJAazAKaTU1wQmzTrB3y4gstWkvp+z1nH6ZGliXb0uvz7Zyck9/veZ6TJwf4D9HZ2ek8ffr0d//l7P8N9u8bkUiE5zhufXl5eUllZeWnOp3ue5/Pt12v15+cnp6eDAaDSdEthoeH93d3dztzc3NLbDbbtfLycqpWq6laraY8z1OlUkk1Gg212Wy+1atXv3f+/HmlWGwJABw7dqwzFApFh4aG3vH7/fpUKrXoECEELMtCKpVCqVTCYDD8bjQaL+/fv3+ssrKyO2OL69evlzqdzpRKpaI8z1O5XE4VCsXLzHNycqhcLqdqtZouXbqU8jwfs1qt2wRB0GfKZgDg0qVL1sHBQU6hUIAQAkIIUqkU4vE44vE4AIDjOCQSCSSTSWi1WvmBAwdMLMsGMxYQBEE7Nzf3VSAQAMMwkEgkYFkWWVlZkMlkIIQgEokgnU6DUgpCCMLhMMLhcGOmcABgLRbL22fOnGkKhUKQyWSglEIQBAB/Zc1xHARBACEEEokEDMOAYRjEYjGTVCr1BgKB8YwqwLLsJ+l0GoIgwGazQSqVYuvWraiurobD4YBarYZcLgchBJTSvy4xDBobGy8SQkYyrQCza9eujXK5PE0pxcqVK1FfvxO5ubkoLCyE1WrFBx8cgNP5Pl68D4ZhoNPp0iqV6gu32z2dsQDLsk/27dtHXmxs2FCGhoYGVFRUgOd5hJ5GsK5kHVpbWwEAlFJEIpFHPT09lZnCAYADgGQyiaysLFRVVSE/Px+zs7NIJBJobW3F1NQUOI7Ds/BTAIBEIsHu3buHbDbbeH9/f8YCzHOBIa1WC5fLBY1GA4PBgLq6Oty9exc6nQ4+nw89PT1gGAZ1ddvTVVVVPzQ0NGTcf+D5JAwGg2/s2bPn10AgkFNWVobi4mKkUilotVp4PB4MDg5iZmYGDocjMjf35HJv70/vigEHnldAr9d7R0dH99TX1yMcDuPx48dYv349SkpKYLfb0dLSAqPRiGg0+tH27XW/iQUHnlcAAK5evfqz3+9/I5FI5HAcJ9+yZQuePXuGUCiEsbExeDwerFmzJtzc3FxcWFg4K5YAAwDNzc35s7Ozd2tra/Vms1keDAaxefNmOBwOnDp1ClqtFrW1tWBZVn3x4sUvp6amrGIJLIobN2483bt3L12+fDlVKBQ0OzubSqVSajKZaHd3N71w4QLt6OioEZPJvLrwer037HY7DAYDeJ6HUqkEwzCwWCwwmUwYGxs7f+/ePb+YAtyri4mJiRMjIyM7FhYWUFBQgPn5ecRiMQiCgDt37uDmzZs9AwMDk69NYOPGjatkMhkCgQAaGxuxbNkytLe3QxAEbNu2DaWlpU8GBgbE5C9uQX9//8Hp6WlYrVZUVFRAKpUhkUhg1apV6OrqQjQa3SQq/VWB3t7et+bn50vOnTsHr9cLl8sFt/seNBoNTCYTzGYzbt++vVNsgZdzoL29/etr16596PF4kE6nQQiBIAgoKChALBaD0+lEdXU10Wg0my0Wyy9iCbysQFtbm3J4eDgqkUiQnZ2N4uLig/n5+XjxQY3H43C73czDhw/rxIIvEuB5Hh0dHSGGYbB27VocOnToqt1unyCEIJlM4sGDB31DQ0MTeXl5P4op8LIFXV1dn/v9/jdramqaJicnvU1NTWUtLS3vlJWVdebk5ERVKlXbyZMnN3i9XtHfAQBgfHwcnZ2dpZs2bUoYjcZfAaC3t9dw/Pjx+aNHj/7x6NEjrcvlanst8Ffjm2++dZ89e/ahIAhaAGhqaho7cuTIHz6fj/H5fNy/3f+/sWgOpNNp+cJC5OatW7fy+vr61ABQX18fzcvLQ1FRESkqKkqLLbAoo76+vvdWrFhRMzMzA0KI+cSJEztGRkaSo6OjYnP/WeD+/fv+w4cPjxgMBlBKZ5csWfKx2WwuuXLlymevS+BPUZxy706thmoAAAAASUVORK5CYII=) 1 2, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
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}
div.testarea{
animation:rwdcur118584 2.5s linear infinite forwards;
}
