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8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaElEQVRYhcVXTWvbWBQ9coyDIdNV2x/Rhdahy0BD8a4QSCmUQv6AoN5kE7oOXQyFZtOU4mE2synYJO7MJD/A/gduQEuvpNiSG328Dz2dWch23Tqx3U5LDzwekp7uOfe+r3uBFUGyppQ6j6LoSghhhBDUWlMIQSGEiaLoSil1TrK2qs2VkOf5YZIk0vM802w2ub+/T9u2CYBpmhIAbdvm/v4+m80mPc8zSZLIPM8P/xcxyYdZlukwDFmv1wlgrk0EfN3q9TqjKKIQQpPcXsRTuu6l1vpVkiTtd+/eldfX1+F5HgDAcRy02224rpsPh8O8XC5jOBzmruvm7XYbjuMAADY2NmBZFt6+fVtOkuRvrfWrlT2XUr73fZ87OzsEwG63y36/Pw1tlmUnJPdI3iN5e9zvZVl2Mpmq0WjERqNBANzZ2aHv+5RSvl9KrrV+5fs+t7a2CIBbW1vs9XpGSqlJPr7mF869IB8LIXSv1zOzdnzf58JIkHwYx7GZeL67u8sgCCilPFmgeU7ABFLKkyAIuLu7O41EHMfmxjUhhNCvX7+eKg6CgFmWvVxAvlAAAGRZ9jIIgmlEj4+PqbXW81by/FBHEZM4ZqPRmIR9kecrCQCKSPR6PdPtdpmmKcMw5NwWzZNE8vlz8uCAcjSiFGJe5XcKGIvQ/X6fT58+Zb1eZ5Ik8rMFspZ7niFAAqTnmRsW3HcLIPnE8zwzHk+v4ChOzFypczabBbnjMJ9V94MEAECSJNJxHAJgq9WiUuocAEpQahPdbjFqextWpXK2IjNn+2WoVCpnDx48AAB0Oh0opTYLQ0IY2jYJMHddQ3JvRXL6LPpVRJDcc13XYHx3CCHMRACn8z8cGpL3ViWftFVEkLw3GAym60AIQQAoY20NSNNiVLlcAuBhgTELgD/+etsCLlk8W9ZE3424c+vWrVI65lpbWwMAlKQxsKpVWNUqgqurHMDdMc+1jQDuFGS4HNPdsabMN/4H4O6nq6u8Wq2iWq3CmGIGSgBy27YBAMPhEAA2F3gB6ysRE3KrIFmEzSAMAQC2bQOWlQNAKcuypFYrtuTFxUXJGPNoiaEvRKxIDpPnjz72PpYAoFarITMmAYBSpVLpbm4WTp+dnUEptTCBmBUx2y+DUmr77N9/AAD379/HeqVS7H2StWtOqR9/Evr+Zw7fn56EZcuyPiRJktXr9crl5SWUUiWl1J8A/lpRxFJIKf9Yr1RKL168QBRF+G1jI7Ms68N0QJ7nh2EYUgjBTqfzU27DRqPBOI4ZRRFzcj5hzbJMv3nz5qfmA0dHR0zT9Pqb9pdnRMDNOeE4vX6yigCST6SU1+aEWZb9vsCZqfIvsuJGo8HRaPRNWXG/32en0/n2rHg2EnEcm6OjI8ZxzIODAwKg4zg8PT2l67pmMBgYrTUHg4FxXdecnp5yct8/e/aMQggeHx8zjmPzTXXBTCi30zTVURR9V2UUhiG11ksro6WYrQ1brdbC2rDVav242vBr/LLq+GfjP/BDjNOfb8idAAAAAElFTkSuQmCC) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur133608 1s linear infinite forwards;
}
