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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuElEQVRYhe2WXUiTURzGf++csTmTLYmZYhohi6QgCqrdvCpiSBYqXYmh4ihSRnfdhRfDC1GE8CPUgZQXXQRWYoiCKAsUZOFF0pWoMEzzgxLE92jm6WIOxbbY3AwvfG7e9xw45/87z/95P+BEx0m1tedlfn6y/J819fsH2dmJgVtpMOjo719WjhpAt39QU/NVSU83YLOZACgqOnvkbugPTqSlGdjY+A2A0XiTpaVJOTExfWROBN24u/uKXF9XEWKT5ubbSPmTxcUZoDXmILpgk1VVXxSAtbVOTKaLlJePY7cPxbp2aAAAp7NViY+H6elxrFYzADZbj4RnMc1FSACAuroPuN2rWCxmhOglMdGK3f4+lvWDZ+CgGhqkFAISEh6xtraBEFs0NV0CXFFnIswNeqXbPc7IyGfm53uIi1tB034wNpYTNcA/W7CnUsXhaFRyc69TWJiKpp0mL68LVb0cdR4iPEGvbG8vISnpOQsL3xHiF6OjXoaHpw7tRJgOBFSq1NQoihCbWCxmzGb/q9vlqjy0ExEC+OVwNCoARqMRgNFRLy5XpSwouBsxyKEAAhCaplFcnAOAELdQ1WIihYg6xU6QRYOz+HyfsFiK8PlGGBx8xcBAX1h7//UxikQdIKeA6TsXSH3nZXW1n6yschRFDyDDgTh0CwDO6HRkAgL4VnIDvT6ZmRk3ZWX3UdUHYbUjqha81ekkwNLODuC3c7vtNSZTHBUVZXg8kvr6ewwNfQxZJ+oMdIAE2N4d64Gtlk6MRgPV1Q/xeCSqqjs6gFAQ4sVLTCYTVusyXV1v6OvzBq0VVQYCerzvIIFUG54+QdMmmJubJSMjM+TamADsh9hmz4lTzlaE2KSlJSXkupj/YrXttiOgyd2rO0StmDkQUC0oAljB/3imANdiXSQcOUFeBXnugCMnOnb6A5yZ3yAGG/G7AAAAAElFTkSuQmCC) 3 3, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACt0lEQVRYhe2WT0iTcRjHP+/7TjanhjQ3dYcpiWFp5zIkHeFBkQ5CHgIPIiatBUGelDALBHGdpoQxFerURVEUwUvgwUPaIYjAkCghm0TLP9MtZXs62Exs/pnbwoOf0/v7HZ7v9/c839/7vnDKScLhsEllpUn+p6Zu96KkJD3yKHq9ytjYdyXZBtTdC4fjg5KXZ6CwMA2Amhpz0ruh27thtRpYXw8BYDRexut9K7Ozn5LWiaiFBwdLxO+vYG1tg56eMsLhZbzer8DThBtRo202NLxXADY2+klNPYfXu4XTOZ9o7cPp6BCBLunuvi2lpYVSVPRS4EFCcxG1AxHa24fp7JwjN9fC5uYwaWnZtLQsJFI/egb20tUlEgyC0djM0tJPAFyuC8DjuDNxxAJD0tk5hs1mxeO5g6b9IBDwMT1dEbeBA0fwl1qltXVACQSCVFVZCQTSsduf09Z2K+48HNHANk1NV8nIAIdjgKysMwCUl1+My0RMBqBWcTgUZXXVj9mcRU7OWQDs9uJjmzj2DN1upxgMBoLBIENDrwFISclncnI8pppxhShiwu/3s7JyBZ1uk6mpkZhMxJ3iehCAsr5BTKYavN43jI/3MTExeqTaWjzibk2TAlVFFeHz2AhpFefJy7uJxZKJiP/R/Pxcx2E1/vkaxoIBuFRcjHFxkW8+HxvOZj66flFXd5etrSChUEhizUTMDGVni1vTxKWq4lJVcWuaeDwvRERkZkakqurGgTckIe5cqrojole2S6b2DdLYWM/EhI/qatO+OglrT8REIBwmU9N2TJjNS/T3v2J0dDaqVowvov1pCYd3BJZD239U0tzAwsIXbLb8nduSNAPRTAQB7j+jt9fCNS36hUtKQp/8Oe0aYFFV9IrCvVAouSPYzUNQ1oB14F04nAyJo3EdpGCf2Z9yYvgNNDT1SwbWXB4AAAAASUVORK5CYII=) 3 3, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACq0lEQVRYhe2WT0gUURzHPzPOjrsqrq5trRqLiYiHQOoiRZhCXtY6CUGHFC0TNfEkHQzNQDD1INjJWCW7JUpoQoeUSEw8BmkilCQYi1sr/mtXy3kd1lUx3VZ3Vwr8nt7vvZn3/fJ5P2YeHOtfUlnZaZGXlyCO0lPZWWRmxqIoMoBQVZnBQacU7gDyzqKiYlKyWvWkp0cDkJ9vDjsNefdEUlIkCQk6UlIMpKVdorTUFtYQeyLu7DwrVldzcLvXaGu7iKYt4HB8BVpDfiR/EAAoKfkgASwtdWAwnMHh2KCycjrU3sA+BHxqaBAiKamGhYVFnM5FBgauMTX1nlCS2JOAT/X1fczPfyc+3sjQUB3R0aeorv4UKm/gLwR8amoSYm0NTKYqHA4X6+u/aGnJAB4GTSLADXpFc/MrEhNPYrdXoijfcLtdjI7mHFUArxobi0VERCf9/TPk5t7fJPE8qBB+e2C3amuvYjRCebkdi8WEqipkZ2cE9Z04UAAokMrLJcnjWSMuzojFYgIIKsSh8bW33xV6vR6Px0NPz2tkWcZqvUB3t/1Aex6QwLaqqh5LKys/0Ov1GN5OEflmktTU8xQW3joQjaC7uA6EKsvMahpWWSa+/SXj470Bkzg0AYC+TXNjVBQxm3PavetkZRVQXHwnIBJBE3hiNguP2422uooWE0OkoqBTFCIevWBk5CldXR1+PRR/i4HI4nTyWfJ6bCwvozObUVWVyAc3qB3+AiD8hQjJT+UZCJck8VN4qZuTkzGoKnqdDqXtHTbbiX19guoBn26CZBLbR+6cm9saR9RcxmY7t28/hCSAL0Tcjnp2ZmZrXDT8kSLYM0TIAgDc3hVietp7iVFiY7myzzshDbA7hEeWGZ2Y8Pt82K7drSA8soxL0xgDxsLodaz/W78BREbNyN7EC1EAAAAASUVORK5CYII=) 3 3, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 3 3, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 3 3, auto;}
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}
div.testarea{
animation:rwdcur215553 1.5s linear infinite forwards;
}