@keyframes rwdcur54900 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 5 13, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 5 13, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 5 13, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 5 13, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 5 13, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGnklEQVRYhe2WW2xcRxnHf2fm7Nmr1/Zm7ThuFbZNiNxcRIFQ1FIqVMoD5SIh4AEkULk8lILgBQkpCFgQ0AeivkQIBVQVIQptEbRcixQSFEoaDCFNaS6uSd3Fdu3EXq9313vOnrPnzBwezqxjGlISVeKpnzQ6mplvvv9//vPNd8biGi2uVorAGLAD6JjWtzbQNM25QoiOVa2td+xrBC8DZeB6oGia3gA+ClwwfW/DUrHBLwP410QgrlYcIAfcaIYKZu0YcBPJji8CZ83ckPHTxq9oxnxgaQNJrKsAL2wA3mqCFoGSAd8NnDckjgENIDJ+s4bQBIk6bzMkHgROWNXaJQXiasU2bIUJ0COR69PA6w3Acz/4e/un5ZzEj2AoI7hhWDJRdqaAZZLj6ZhvX+oCMA5sM2MOcDtQj6uVWduA5wwwxiFndrADeDewHZg69EJ3Xy4lib5ik/tmRN3TTK+ETJSdXxpV+jsXpm0134IhUzJ+C0a5Uducbx88Z9j2A+w1C8oXOtHd3Uij7hc4Pqz6inPLCpmsvGCAHaOi/+Nn3Z+1AkVPwbaSZCAtGEwLIg23XJc+YPCKwizKcCnJ+mpoI+efTywExbPLIa+7J83HpwXFrsVgWrJr1GHJjTA7t4GCiuPcgcn2ry+6PfxIsdJVzLcVfggXO5pVX0OSkDagbSOPMAMZw8wmuUb/+N0/u9/rRZrxe1O8oaFBWYwvCdYEjA8IskkWNQ2Jyv5jzSf1jxwsJCsf8mj5SaZbwO7RdD/lygbz1MZrKIz8OUPK/s109zvFNJQ/kmanq0BaIMDNaWwhmK6H/bUFQH/s58tP2sfSPFT3uLeUo7126ZoNZyVeqElJ+or5QMY2nYxJijGSbL3lzHJv781jKTaPSlJeCLYFIwpCaGUla4Gm3lXkUjbAHT95zj3YmUzzeLsBGWjaaVzfZfumPDePOQxnBS1f03YVkK2Z420KwyRHUt00MFdrRnuVhvY7ITURwkAMwwraAixYHIqZnPdYCyKEBT881T7Y2i94vNVY1zKvoZjJMz5gE2oYzAi2lVLopB5OAfPAUv8IcsBbAefIi92P+hE4X5Dc5YUQAuUQIgkLKShqVrOayqMF0gpioCPg6EjIZ9qAOwg92KYl54CVLrxpiyBrW6gYRgspjNI1oNknUAIWTiwE+7K2YOrrmvvqIRRVAjygoCFhSEFd8tmSC1pCIMFRAHwuDkDnk/IVSTJKcGPJJo6hHWhskeTBDUOyj/eH/i3QwIXHTrv7bAmNbwvuowNO2lyuBIC8SraqBXgO5FQCHsgENG1DVybRlGT7iqCyM89QRrDkKjbnJT2tCZNwWwFtVWuRsKo1Dzj/1KzHqcUeU0MaQhuKAWRVAhRI8JL0ZVCDApoy+XZEokwooZlKFIvhXUcc9mxOUXAElaEUgdIMZ2yGMwKSf0Spf/WwqrXegbtHrMmXWuz5lOLRMAeRDekIOg68mIbZFLQlLBlgLaCVSipGSDI2ECYRFTRHYixHULreobwzRxzDM4sBZ5ZDgOk+gcv+hl+8LR+PFWz+9gvJI89KOJuFwSgBqKWgrPjrdk19MEaa0zl5XcSoJxAxfAIfInhmfoA3HrNhNAVRTHOhx9NzAacWffbdMfwWkuI1c9l7YP/TrgXEt03A8YfHuXXFgkYqoTqWpP1Lm2JaXw1oeIqGD0pDYUDiPighiMBLY8Wg4xi12MOyYK4V4UjYMiAhKf+e0fG/mrV7c57T+30O3RmCNFqlkhyQGuIYFtYinq+3uP+u4ex3JxvMvNfjW5kcCLhYUoiMoBXEzKyGrPViAgWDGQlJKfasao0rEeDg+0b2zLUU3gMhZ29SkI+hLtYPre4p1nrQSB5e9tTnK/KJky71D3jsG5PMbNL89rTH5HzA4Rmfk4sBy25IO1CQ3JX2ehJewdrfuHP4zVP1HnOPhBzfFcFYBMDskOZfrYiZVXejv1gGa8mF9ns8pgc155Z9jtY6nFkOOPRCg9mWYqGtAP5iVWv6fxGYB+pfun14z9Gaz9QDPse3AJtDDo+GnFty+2W1bxrg4Q+OZLWG0IJaM8KLYMl1+dXz8LU/tvjykRZWtVZfP+tXIPAf9vatxDvKeVafStOUwERjfe7wPZUBq1pbf57H1Urmw4/Vuo7M0+i6/P78ZeHWca/6Wf6nT1bkOx6qKbnLhanSy6f9jR2rWvMTEPflfldmcjUWVyvi1u/XVDqV9EMFF9ZgpnVtcf6f9v5XG+CVkhSSF9Rr9pq9Kvs3RtTJ9mtvC6YAAAAASUVORK5CYII=) 5 13, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 5 13, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 5 13, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 5 13, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGiElEQVRYhe2XW4hb1xWGv73PVdJIM9JYM56pncjTOI5J4uBeTGtoG0JD2oJNQiAQTOjlOb3Shz4VtbSFYPrkt4RCCw1pKaWNS4e0UMeJ3Ty4wRcS1wm+yfbcPKPRZSQd6dz27sM5ciaO3bHb1ywQ2kfaZ63/X+vf66wjuEvT1UoWkLf5uwvY6edWFolqbbD+B3GXwW1gDNiSBqkDLWDoNALMDdx4olpTw4uNNt9sY8CjwAjgAmvAyRSId4f+JHBnAFLGZnqTDewiYb8zDT50dCIFoPigPDIFGaTXI3yQtbVhjNuWQFcr7jqAI8A0sPf9enConDOpexGOITm15PPkA7kvAe+SaMBct1+m12Pp+n7gXuCYqNb+PER5q+DmuuATKfNnLzSCQzNFi2uPKaZGTAqOxDLkEGCUsg3WBZfAZmAP8F2gnIJ4SlcrYwBmmmZJotAoDTpkMRTcPf9eCX445kosR7LzDCz7Mcu9GC9QpOnvimptWLbol28133FMg6kRgwcnLAqO5GIj/oohYe9W5/spYExg0zrmHomqJ0jqVwI2nV7yX/pk0WLtYeCqwM9CrMCP4KEJi/QeBbDQieRvTnfekQKiIKY1gGttSSmjGUSKq+2QvVud4yl5ebMIsynzG6V57UL/lS/PuJimIO9HMBmw5kikgMZA8frlATvLdh2Y0NXK8r6Xa51PHy+TiSR8PTmd5Zxk66jF9nHYVjQAHkhBuzdrwAVmhvV/4Xjzn0GsIAMUTehKiKBZVJxvhJxeHFD3IlL25ld/W9O5UyWqgUfTVmggbxvE6VlxDEHekUNduUBhfQYm0ppPAPcdudz/1a5JF+N7EvNSCA0NpoJRRaYvCRWEMaylh+zAH1fm82dK/K7pg4btbUm5bJMxJRlLIAA/1qAhzfINsQ2Zj6Xre+qeOvhoxSXKgf1+DDHJxwa6klEtGc9IsjaMOfCD11bmS29mOdT0Eg/LWXYMDGRWMuYKmn3N/eMCP4ZeCMB4qr2FIYBs+i2PXfEPfuGRHDgCe6DgsoCMhukYLAUxFK4alJ4w2PyQiz+qCCRUViV0HMjFcM5hz6JBu6TpRwopFF6oqXuKbnJqVoBPDUugSM5u9OMjzWPPPZKDTgQ5GzISCn7SropxUoK6gT0RMzMSM7MAxAEYwKILsQUrDiiwI0l5u0U057OaJiaMFf1QA1hD4lJUa0vAhW/8aeVYpKH9FJBX0PQh9pM1wHUDFiy4bia3WwpyKgk+MMBW0DCgI8BVrI0qojmfSIFjJlqfzpvsnrIBvgY8DDRMAFGtqS05+HwFTmxz+UwcJ84AchqyMbQNyKgkEyJVzyYPBmaiD5HuXTSgkIA2JMQabEMQKU3elbT6CtsQkDSixo1TMNdD/OEs2tzfZeEfWX7WGiRbBNCxEwFGJAzNdN11ElVHBoQSXAWTgKNYMSQL5xSmhFLGpB8pOr5iU84AqAELwNrNjUicnO9p9RjsOelwotmA+ij0JfSBaxYIWCxArQyn8pALIS8llgVuCI9nIxgNOGpB4RXF5Iik6Jr0AsW/5kMKjmTfjsxfUxDLH3kcv/edynj19ebq7+0GRjxO3IwSAKGAngm+YiowyJ+DwXzMUlfRjkJsw2DpoIQwAAlLOYUVQdaSLHYjvFCjNRy53GXfjsxbQENUa62PPA1Ftdb4yRttAaCMVX46ZifqN4FQQ94ABSOO5L6SRSkr+ebuwhNv1DyOPtnl25M2yESXRVfihYqzyyGrnmIqL9k9lYVkHqjD7Wc7APFgGYJnAo7mDAiB7T5EGrwYP9QUM5JsonDvxf3lzwI0vuhxYLPBlUxMe6CIk87HUjekNVAEcQywLKo1NgLA2RVEGEPh15p3RyT0JPgarTVSQhCD0gqSXuK9/HQ53xr0aO1ucNEGIcA1JCNJ/+dSM+DteZ/1M+F/BQDwwuPF/OH3PM685PP2vQpyMaJk0fGTmg6SCSJIQXRnzyNmz8N0BL0wpu4pbAmLnZgr7Yjrvd6H/G84RIpqrQuI/TvQn/vFKMaPcnxiDoSCubWQS82QpEHQGqYVEGu7Grq5bZRYgWtCrRUx3+kxe/7D/u94Kn712Uru+dmV3uGf96i86MLhEK2hH8YADVJRDe3vFxF/e664meQht/CtV2trt3B75+8FuloB2PL87Mo1W0Ipa6I1nJhr85cDFWN9Xe/G7vbFBBJGWZK6t9bNkbey/cDh/wXY0DYS6fT/4/xj+9gA/gMkMblbY9Y3cQAAAABJRU5ErkJggg==) 5 13, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGqklEQVRYhe2XS4wcVxWGv7q3blW/Z6bd8/B4LDexLTuxBSSRHCs8rCiRkoBhYyksLIEEyCvEGmwhNYIVK8RjhZBCpMACLJAjOQiZxEhZBFCIZZPYBmzaY3te3TPT06+p173F4labsQEnDtscqdXqqj73/Oc//zl1yuEBLG3UPaAKVLJLXaADBE6j+SBH3TH3AYK7wAxQA0qABxigCSwAwfvwF0DiNJpmdN15AAAV4CFgFsvAMDswAC4CS6ODM6YK2X2wibpALrvWdhrNzujG/YICjGMz/jjwCeCxLPga0AauAtezw4dpo17IfEY2lYGpZfEeBUzaqP/aaTQv/E8G0kZdZE5elvkccGQQpyeKRcE7t0PWN1O6oeEze/P7gBWsJqa2ZJ4D9gCHgd0Z6BH9V4EX3Qwx2NpEWeBc9hllMgPM/HkhPLFvmwKdMlNySdOEv63GQJ7sYG9LcLKMa4Cf3ctl7AHgNJqRu8XBy2q31dnF1vtjV9rRye0lSe8gdIWh/YeYSMOOsgJ4Bnhpi2/1xJnWJYD9NZePzuTYt03RjQwrA81T9fwp4HzaqIutaEeUlTJQBtty1bcWw5NFJZialuzoQauW0B4aIs1IxkmWIf3I8MM/di9tK7gMYogNmBQGsUEJmClJMhYMUHDvCT6bHRRghTP+8sXBK4/PKoIj4PU0KEOkbKAbnZjLrZBnd+fPAhHgPvvS/O1dV6r4RnLoBUnOhbIn6IYpwrFgMsBzwMod+rNsR8I7BHzprYXwlR0VgXxGsHdBgAQmNcJAUQmW+pq3FwdghxFPv9jsLTWr/LwT8via4tAOn51jCpNCkBg2Y0isBAsZ0+6IgdKodsBB4MhSPzm6r6aQNYd8HFtsZQ09yUdWXVYqcCDyuNouAlSOn27drrxb5drqGrSrTCvBYj/BAfyiYMyXDGMwpABjwCPA/AjA6LsG7O2G5mjFlxQmXMgLuAEcjKBg4JrCCxwKSlArumwvu3zj3Prtp35T4qtXY9CTcFPxyb5LZ9JBOqANSCHIK0M/ulPyeaA6CpxkGqi8vRSe2D2hkONAX0POgURCDKTANk27AmYWbjwMlTGPuZ5gbCBgVcFAQATjbYfUF+RcQScwLPU1ReUwjCETYAAIN/vRBcTPLnR/sn/SZ/kJw955AUUP1iKrjCUFYQKh4CGACc2eMIRVoJ/pelXCUEDFsLJDU1wURNogHZgtS3wJeWXADicBXHOdRnMIDA/Psn50/xhT34InbhrYbsCLoSxtq8XApoCKhg0JykAkoRzBuLY6rgKrLqTQqhuCoWE8L/Bd2zVlz6X070lTA3p32vDNBSjlNtjY5fG80hBIiASUDWigpSBnbL/UNChAaQtCAgVtvx8JYUMQuQ4p4CBYGSZUPEEKzFZcSNkDvAYEWweRc+46DJ4f8vogBxMR1AKYjiFvoKhhQ8CChL4D6xI2pS1ghGXJ11AyMJtwYzLlwlLMyiChqAQlX9CPDLFOwU7XFnDrrkmYNur+w5M+l78TcGxW2ip1JcQCEgfaHqz79FYUG4uKv3Z8fuH7/Er5/KCi+FFFQTGC6SHvbEuINXSCFE9CP7Rj+MyVIcAp4Dzw5r2jOPraocqnupGmc2CN7xVztkEFkEshTGFCkuvD4JrGO2uofNewcTJk7YsB/6gYKCWQ4TVoHKDZ0bwxH9ILDUECwBXsEtO+C4DTaOI0mm9889yG81oTLj3X59s7gX8qeMuHNIV2Qli0HdkJUooKvvJY5XOtYcKNJ1scq/oA5DUoIVEShGMbarokeXKnD3bwdZxGM7iXgbvwDJMBtS9r5vMCVAoyhcmIpTnN+qYh7zqjlar/489O7nUFdA6s8XTNZzkHngTHAenAYk9zfT3mcjsGuEX2WL4fAE5/oa46gebW72Ja0ylMaYgEUwsSV8BmkhJowM6R/i9fqI91QmjvWmNTaGINi72E5UHC9rLk99eHvHyxD1uW2PsCcBrN5NSnJ/yzfx9y/tVNXn1UQ96gVUqKfcB0AwN2NUuA6C+LOBeXwTeSZidioadpDTQLXU2YwIFJF7YssO+5FWdbkjp+uhXPfd1l7acF5tYM3dc1rWHMra7GSp8A25AAzvLhVlqbGiMxmqKymrnZHTCRHyMDa//4XgBGljbqU8dPt5ZLHkz8toA6FqFTGMYJ339usoylNbnHZwa71kXAgtNo/sfq/iAAPKB6/HRrUQCutE3xbmvAn07UnQ/6YvK+AWQgBHaZcLE0Dre+ZPwX+zxw5gMhy+y+IsWucB/ah/Z/2b8AJBPK8WTz4rEAAAAASUVORK5CYII=) 5 13, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 5 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
}
div.testarea{
animation:rwdcur54900 2.6666666666667s linear infinite forwards;
}
