@keyframes rwdcur217063 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 1 3, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADyklEQVRYhcXVb2iVVQDH8e/z18dt9+5Pa+WfZro7y5xW5FYuihYZzTSNQWjM6k3/QCIrKuhVUFIvAg16VSEUIUK9CGO+GCpUUJQwLNhIQ3Oj69Xd3Xu3++f5c55zTi90JEEp7d7tB8+b5zzw+5zzHM6Bhc7gsc1NC9lvWo75xI6hh3cvGAATTNva/+gn9w0uCEAGCtuzTMu1DvS9u+Gx+QeEEq00XqNjG4Zx6N4373hwXgFxqJCBxK13cBKuB/rrja+t65k3gFaaOJJoA7xmF9uzGrTiyN2vdHXND0AqlFBoIUk2JnASLoZttKhID/e81LWq9gAFWoIIFIm6JG7SwfZsDMu4UcbqaPfutUtrClBSI4VCxZqp8kVaktfh1NvYrokBN8tIDd/14prWmgKU1CihiCPJQM9OnMU2lmdhOSYafVscqiN3PntrsiYALTVaapTQyFDxw9j32KaLaRmYjollmQAbZCgP3/7MLV7VAUoqlFRIIZGh4tc/RigXSkSVGK00hm1g2QZac78M5VfrdqXs6gLEpdmrWCP8mPKkz/TZEoUzRWYmykRFgdZgWAYavVkG8vO1OzvMagFsLTUAWmlEJWb6XJELI1kyIzkaVno0L2vEa1qEU29f/lVqB6GaAZ6vBsBUsULFl84CP+tz8ZccmZEcAKWzAaISE85ElM5XKGUq+PmQqCKe6+hf/n41ALaKFWhQsWL6XInzJ7KzY28t773hWH2bl1Kx7gwKYaoyVV4tpUq5ntvkNCx6fdWmZfkzw3++NzeA1GilCQsh6ZHM7PsPgb2NNzW4pm0kRSUOLNf6dGqsNA7Qts5tUWG8OraNVOeW9pbT34zn/j9ASJTQTI+Xyf9WAfhy2T1te5pXJXudxdYh4cvlAHWtnlr/9Op9hsmrJw+cygE/Xn7mFFuGmqgYkR3NAXwL7PIa3VbgsD8VnAqmowHLtTLNHcmnEkvq3hZhPAHsm2vx34BAULpQ4cLJ/CiwDQhMy3ghyIdeJRtsTf88Obsp3tn+Rd/K/O8ze6oJMMNiTCnjp4F+oABwemhin4zkiivKZ3M8Kon2zi3tVTsRzbAoZpTQ/cD4lQNnj6b/WY5ZctYU0+WCnw+DagHoejJ1Td8NHnx8R+8b68tLe67fX7Xya83AwYc+7tvbrVc8sOS402bVzWv5ts/6Htn0wUbdubX9ZSthVu0OmM1Vb7ZKzh/IjhVGTx8er9rOvzJXnZE/GTQU0+WfalEO17ACfjb8CKXnfOL9W/5zBbp3r+0RfvydVmxfEIDw4xOiHO8EhmoF+AvmyOAHBBs7YAAAAABJRU5ErkJggg==) 1 3, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 3, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhcXXW2hcRRgH8P85Z87Zs8nu5qYYkxjSNrHVpKjYRIoYa71gL1REkQZSCIitQr21YhWfFZ8E7YMPBnyIilekilaICdIWFQJGkpo2ISa1SdPNJnu/nOt8nw+1oj6YQs4mA/MwM3/4fsPADAOsd+sd3l29nvVVTVef2P/tQ4fXDQAVUIX29p7+e3rXBSBtgjA1VTO09+97fdu+tQc4EkwMs0oXiqJ8cvcrt+9cU4DvEKQtYVTq0KOGCfCJ7S9t7VozABPDdyVYAcwaA8LUIkw4edeRjo61AUgCeQT2JGJVUehRA4pQasnlwa7nOjaWH0AAS8CzCdGKGIyYDmEKKJpSL30a6jzc3lBWAEmG9AjkM5LFBGpjddArBYShQgFapEuDdz5zy3VlBZBkkEfwXYnHunqghwU0U4Omq2Dwrb5DJ+94akusLACWDJYM8hjSIfx07gyEakDVFKi6Ck1TAWCbdOTXt/VtNgMHkCSQJEhPQjqE8QujKGYKcEs+mBiKUKAJBczolo78YuuBVhEswLuye/IZnuWjuGQhO1tAZiaP3FwRbt4DM6BoChi8W9pyoL1nkxoUQLBkAAATwyv5yP6Rx+KvSSQmU6hqrED0hijMagMiLMDEkK7crziUA3AoEAD59PfAWraQGE8j/ksSAJCeKsKMhcEAOOmAmaEKFSKkHtz0cFPm9+/mjwUDYIB8Qm6uiMsjS1fXXmu+t344XBVq9R3ZZqWc1nwyfzMRt1ZGzWo9ar688cHG9MzgpTdXA7hyD/gEO+Ng6Vzq6vw7AN6IXB/OaCFNFSFtNFwXOpSfsTuLF5waQKkjx9/uuzTftre5djUAQZ4EeYzcfAmLo2kA+Ly5u/5o9MbKd1WhPO3bElpYINJQsdz5bHvPyPHfvk+MZ1IAfv6rr6qp0mE4WRepqSwAnKrZXHnAjBlHpCsPFuKlo8WEVacKpT3aWDFW1RL5suuFjqbVFv03wPZQWCxhYWRpAsAj6cmizcTPl5J2/+zQwlsXT8dTZz+cnojdFH00FDOIXOoLFODkfRTi1gKAXQAyG+5vENKjT31LvvfP4Fd9P+SkRWN21mkLEiCcvJcjn3cBuAgAs0MLPoAX/xvc299t5BeKWwpx61SQABWMj+dOx8f+L/T4Zw9EmiIbTmRmcrHC5fxAkABx9qPpFUPS4+MT58d3JKdyTy5P5M8HClgpsG9gR7WVdHqXJzPH5n9c/CDI4tcEcLJeS+FSUZSWrDNBFweAFV81J23bdtoZY4nCugCKCXvas/xXNV0N9OyvGUAu7ZQOfcPMZfmwrAjwbDns2/4eVVOHywH4E7eaAM0FGgceAAAAAElFTkSuQmCC) 1 3, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 1 3, auto;}
}
div.testarea{
animation:rwdcur217063 0.66666666666667s linear infinite forwards;
}
