@keyframes rwdcur259542 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
4%,7.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD0ElEQVRYhdWWbUidZRjHf8/xHHcQE11iHo2DO1JbMnJEDCKj7INtA80WQVC5sCz6skYQ80vGiNak+jToBXsjN2oM1jNN1gxhmctRg5LKcqUOzh6dHt+mU6fH5/n3wZcp57gd9Uh1fbuvt/+P6754nhv+t2YJLBVhyf/vAMyoKB5t3KuqUksq/DoSD4Do/X3kyIclH4NKozoy4fiOeGm5lvEfBq4COxmjQKSHxB2V18Md6fECiGry0SAfPy2cyU0W29pEYbA+Xw9Rp33rDVAlH2MRfkp2yd82Jqr2rjeAWz5s+UiKCJr2AVH5nXijNR5aUXfA6GUGGAE+jRrn0IOQVCve6xZH8+IBEmHy8Yp8hJc4TTsP0y5fyOELvzgRFN+8sF4QU/Lx/iKAGkw7IyKP5mPifFX8ATKp1W3uKRHYNgvgnAJ4/ZPJsrtap/uYcGQMO9rUeNWq2XmxVnRFvbLVAxDIEZskArYIvIvpnNz34Xi5IelZSdgSwxK9YXkujKn60c63hNUgrLgB7NaTObY95ZJuCUxiOg25LZOhSs1asyQGJbrHRHu/so7+HhTWvcL6XljJsWgs9yWct0a+dGEEk2HGm3hwIDjamb8h/VAYagSpAGEbxsdhZIiQ35NlkH0eKAaOCWvtf0oR+FieXLunvFqYznYj5IiQRJ8jLk2JP0Lihz/FwcNymS1aWmvV3AziZhPAoOs5wkrLKnl1WjuuPO5vHRxgYgKuDMNAH/z2M5z5FgwDT7D30tLa7ArgNWHdvWqAOYhRULvhTdvvP3t5v3tsEq5NQtNp+KsDPB7Ymk/i35dfjqzNrgAqlpuEEQsAAKbdRmlCPsA9e0+XdeV73x7Z6GTgOBDs7iH1kcaNt95eNgQDiAcoMS4sLhfWAeBNg+zpmDUjAJazOiWl1MsOO3eqPfSBqNPz0dKEFfGOiOkKMO3tQP8NMo4f2dzigjB55150gBPL5DULq2DlALAV6FkueL+bLSUdBXgauhzgI0qMoWh5BtkTYLhFz8JTMFaAQqApWuCpJj181iawxeAI4gkV574kAhki4I3eqqAHBkrmT7E+SgNA1OXpnOLkYxto+arIeGYu1QvkASki4AJGmX3eeYFU2J0JpZ+tFCD6pEyn9twMXp9N4bzLoOsacAZgbgpZc+JDwC8G74wubhErQCbQslTc3gV6Gkd7eksTZqIVzcF03ahxrDvQD1zfXtP2A/XA15QmfB5jjzUBOMxOAUw7CegALlKaULwW8ZUAnAL2YNqJQB+zi7V5reIQ66fYtAGGgRTgR0oT7ouH+H/C/gGCxbN/ipZUxAAAAABJRU5ErkJggg==) 16 16, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
24%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADkUlEQVRYhe2WTWhcVRiGnxtm0jBRqaHEDKmVXEQ0lfgHXYRSSoslCzuEqrhQ6k8gixZFcBHcVKSLKFEwSIW6ULMoiILomUr6Q7W02Bjsjw2pJBGCOLmZRJNmkmlmxpnMvC4mk1Qzydw7bXDju7r3O+d73/ec75x7P/gf/zGsdWMOKwC0AD+z1xr1nC+cfcLZI5yacvQ/uDgaiaefVuVx6S6jJGE9XGxexSriLQAW9acAWzgtXoxMzaeb35to2Fxhpdjuy+Tm8jpdrg0AgcKDRf1Fi/oTi0Z2uTGwqbrywt476Kg+cXz8u4x/CBgDcm4XgHB8wvmmSBwxuEPYda7JAMKaJaz9nnKEc7J43A4I+xlhP+6KyMiHUWa14dVKAMxdF1dXHByL0QTwNVAj7KeEXVXCQjcw7srszRD9PnHu/Npz7EZhN61JZBTHaI9nA3mBr34SX2wrKzkv/gJGk2tNWaMEAMmDEOv+d/StT5L7H+pLT5LIyZrJqeHUDae5+499RQjeB97w4nkFRNdVcfiBwvvrR+dfsSS9JImsxIxENCP/SFzbOodDS4lGIYymS/GX2AGAeBvMHyu8hbdWvNsBfAqcqyB/u1MpMgtJxrYsHLkp8Si3uvoCxIEr4uXGvJ+cSEsf56QBSUwsiMEJcWFI/vMjWQCMdpWqfQE+dxZmn4P0GeBeKwVKQXtOkMlAfA7mYnD2NNnGxwo72gM86YbZRQnA4tgIxGNiZ/uWvukpEgmYnYGpSRi8AmdPg2Xhj0THMGoHYoSsgdtmII/4bkh03vdDtMMXT0IqCWdOwq/D4PfD1iY2/DJ8EOgEdrtl9dQPiAd7IFP1xGsffTv6SFVXrCZXSy4Lkd/GGbj8Kq1HngduELJe9MLrCWLTtKiuXDFgVInRn175PJSggEQH/HWtyEA/8KZ3vjKgAI7u5sBSIH/t+tdP0VEAR8sG7qFJQeYVZCNGYBTBaGM51G5LsIP65fNqTTIAfAb0Ab3AYUJWrBwD7uCopVhYQWYwGl4/4RIGMLq2WIp/NKzC/l7YGWFfKkVdxi1YEv8SaAM+ByIK5j/rwm6ltmqnfp/x8WzuUWGv2Yy4M3AnKRa0/N8w+hDoJWT9aEVpI9/1RhZHUzQnUe0c9FYADHlcWhHoegBd2r4ofgijQyumBHEUJKo6KrVhc0Y0ZIXdc+viSwrvtGL0NkbFOp9lE3VIdWRVx/23T3wd8TdhJZV0B4voigAAAABJRU5ErkJggg==) 16 16, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADwklEQVRYhe2WfWiVZRjGf884yloaNGnsTfs6kLm5ZuSQWCJ9wLSogywoQoogybCSiEgCsZnUFjUqhkREiQhF0Qe9R7Ot1lY2Z2BFdnRui83Yzs6+d/Z59nHOufpjR5vb+cb9Vdd/733fz3Xdz3vfN88N/+O/DhPPKZwFQE7kcxrwGNr8STHbAvgUKAEGgTxcZnp+WEZ04a4s8fnGiHgbcBYYAUqEsyiBsANbXwMzQBHwJNAN7IsW7ohBsxSKpw1tP8+xdQunB9gknDmGtt4o4vuAPUA/szf+K2J/NI5WdAjvlpQO2GrCVghblVF87djKj3YstayiC5cAR4FJ4JaLt54PlzkbzRy1ByIYE96seNo5tqqAauAHXGZ5VHFbDwAt8XhiIlYZtn0vNn+rpvVHFVpua2dcEltnsJUdy51yCQ7ps1wvVc0ddDkCx8rXjbqMJ474BmAClxlMVQcA4UX4tkbInn/2ZOCNatXPvN3UMJB3cqqHibDMUFg31Yx5i9/tKxXOLXrp5WbhfDpypjGSRPoQvv25tj7cUecXbmlX/diAkfSEJEISQxK+GTlaxxRcVTyk3AIJZ+hIxYl8bNUl4o/XhBdQWTqmu8qKKrh/6RSHJrOydgMHgZ8ygDAwOUkwGCB8b8ZV4S4Pau/LuMbf8wXwWCLyhD1gsPyT7/R+fN2y8tI+wzT3cFvFDDgdcIcBZkIwPg6jw5xfsTnj5lu9cM4wUnb1NC7TmcQFE0P4HMK3F4ABiT6JnrDonBJNfeLEOfF6ldZ+dVy60upoKPtGuGN3/lwkUwIMVhDCE8Kbe0NDfz8TEzA8BP094Pkd6r8DY2jt7O50j+388oNN9wV5MLnOTyqB2SRWvgXsv76he7djNACTAaithtZmWLIE1hZyhaflGZd7z8aD20zS4x33OZ4P4X0ByFy/y9PZti7zTX92OIdwCDrOd3H6t+fYeiAMjGiHqQVWGB/pzX+CJH6M6bRVDiCLGVk8ngxf0iWYg9eE93AU8ReZnU6YXV5yFsRcjgQMK2tgPFOcKbxo1COrAAcuc+HR8QN3psqdNESLQ5w6/q9h+4FL/BZ/yOKXZLjS2gcMq4Oi9j1xxG106jDo/XkhXcCadLhTgnD/aaHtC+wWx2TRvugJcLseFpUdYu8lf1IWT8liKBmKdKYgonJ+A78218DwKxBonOfNY3aLXqQEBlUI1/Zi1vgNr34Ew6fFQw1zIrKBibS4E8Kr1XgXbrji7jpR0Aggi79lUbUY4vl4dWMst8j9RMsYloXv8osvEv4BVTGuqtK2rg8AAAAASUVORK5CYII=) 16 16, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
48%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADpElEQVRYhdWVb2iVZRjGf89p/xpGS7Y4Z45pr0tRl9OgVSNMQkKiHTKopMRkHwoZkUFgQWoGYkMkpJRmND9EEPaheE5Zm4TRiFNhFBW0TZsLd7Zqc5ub2852zvtefdjE6Y7bebe26vr23Pf9XNf13s/73A/8XyE6EPXbxNFXREXw3zDwoHAC4q4l4sUdwsmYR/HYShF7/MrauUc4FTPhCszQwxOGRccnrE8DRfNp4CoYWpNAt3CcOTcgYkGgN0WqFSiecwPAy8BbKeLtQM4M+PxBxD69fs7/TfDVARGbcs/4vzAGq3Kspp0Pfo/gPqBpuqIbIjqFIYohRkQjWNX41EkN0fqeaC+ZskYjS9aekH7teltJr0ibTg4pw0p3n1AzVsewWjOx3mcHBvINRWf31A1vXREd/ZMhT6bX020Nl2IVh/56FMCY7LZ7c9l1/7fPDu2JnvY+id/oLQ/QExcZwCPA91iNYHXQnzYgGiM7agerjKRtknAleiU6E8psGVD5/ubwpE1Wq1PE9mHlYrUu7Q6I43nQVxhZFajZCRwDvgoAHhCPk0gO016cPDxpY9j8lIJu/+WdPo7AfRj6m34ry85/PQHvCPIAEi4MDkJfD13FmYXT0lg9AHQCRwib73zc296nIOMNE+dJxeEZT5BIwEA/9PfBlydxV669/gdZ5QGngBLgMcLmcwAfBvoLDS81LI5u6v69LDefkTgMDcKZJjjTDMaQeb6zfSS18Gfjwm8SNq9NTPs4gosBgOKv/9iZMTAM8WH4on5MPDMTVq0m55eW6gnCpVj9ADQDEcKm4Fpx8NcBD6Cx5o66O4frk61lOQf6nJJb8Vw439bBxx88d7HuiMWqCngByAIOEjZHp2I16UiLcC7c9LPh/aUpC6yWAe8C+cCPQDVh05MOd7odKIWe+DWiWRhqgPXAKPA8leabNPlSGIhpARBkkTk7uax7A5iO8cdlF7AMwyhwSJVLDwMHgPUGfBu4gpg2poxbbanerubdSp7D6kOs1l1OCSeohSsSXkuBtH2xK5wNMzcAoAth9NFG9GoV2roXq71YlYtgVAS3TCrHqVWkUK6HtK/IFc6aVLSzhsiKiqzNk+I3FzQq4Eg4rnBq50QcQAvoUjZXPcMK8pCCSLcs3C2c0jkTB1CIcwqxecK6WCFchYjMljvdSdgPOOPiuYxNtzbTSeV8GWgAnlaIIHABuAQsn604pDsJQ2QBA4zNjVbTye3/hPh/An8DBHWNhDx8i4MAAAAASUVORK5CYII=) 16 16, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur259542 1.25s linear infinite forwards;
}
