@keyframes rwdcur86313 {
0%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHIUlEQVRYhbWXf2wT5xnHv/f67nw+ny/+HScktklCmpGWUUYoP7IVymAoVf9ga7eq6n6KbeokxComTajSJKT9Oal/VJOmToV1aNrG2EBQtdpYN8pC1gDN+JEEyA87OI7jXGznbJ/tu/P5bn+AxkIbYSN4pJNOOj3P87nv87zP+74UHsaGLALTw8I0ATZvAJSBzQ8VCVTDHqclWpyZ7uqu2vvLhPCKVpzKuu0XS119GXy58XB0wx5VjeYV7HmhO3LYYGzchU9S1/Ki9jps1BAAs9FwpGEAhofi5iA6nXTkcyLb0RbojrLO55Gba8NIreF4n1ZgWAKqFAHdZGIz+2kPUTQUot8cnaxIfMEMGr1e8Qu38J1ydtGY0bTf4+hYutoWlbHLWZcay4t2ViGBmdFWAVo0zock+FpTYF1lPPd/0g4DGBsJtqjUZrtLeOYrdPO+SrszSMXy5aup2YvVnHR2bH3kbbzSnWkc4NSCuLc0+eoL7czBhMbMjJboD08r9vd1pyeGUEDBFuoOyDkJKJssKvA+XSi80ss3H7C3C+GeQtE8NTI9cmEV9110Do6i/4cPBFheM01xCzy7I2JpHdsFbfv3wtQbb0SoN9dVFl5GIhHGSPVOybYHgYGQDm9z+j+epr/EFxcHBalqdkUFEnEJXhg6D/KDegS4rwcM09vsoKI0RWCzQDx6hd/rYbZv8Tdt/EjSzh8bn3wrcTJ1ER0tMj5PmdhBAccmpFRW+mAoXXZfvgixUF26hm4hja31LcllADbK8jZThmi3OzBfVk2apQ2B0GyXgxE61jh3R4Vi6+nbi8fOTBgnMKSnoTE6SktqvIe8F6+aQyAUB4MtwOOR6sq+DOACzbri1W6RYry8041YviD/TuZHvq0XO3ZGnNF2l0h/VeDXR5xUuHZDXvPXqdKZGiEx+FuS2NIpI0zJ9SZd9tP/e3tx0dM/q79W8kc2TjvcVCHDWakSNfw31XY0l5WwymVrX+0X2ahHdAQZsq6Yc+wJpLWdyEpMXtbSOPBmAUcPW40C3FOgVBJVnonWRAdp5w3MhUV+zTS3R6pIY+/agn9KXpdxUKsNeAIh7uNagGUjCIbc7qB1bTZMkgvCDMscQcJMIdzYLLoD8L4FyDHagI33ER07GQnXbSz0Dl9w7+3AodEl5RpF+cWjUw5QBQKVpmBaBopyHNInR4IL2ewB7PgaAU3/CpN0BmuMukfyHYABCvhzQrXnDFnSaJxYckGu2dAvFiFF4J5rCfSDIqgyhBi1KspzM0j/+yxS504hfelDtD/7kj9s+fcvzMvKlBY/jpttKfRQdUHcK4EvKOvJ+Gi4JG/tbnHRyXgW50YUFDuDqPlthCIUYAFmRUP81DuYOv5LVJU8iI3Gql0vItTX52+KFQ9a2Xlzeir7WwC5egDuFYxfXR4L1oa3huTc159wYM86h3oiyJwbvDT99+w/b2S0+TwsAIxTwBPf+gm6vrEfNocTnrV98D21BSYHcGFX61rS8tPm+cyreE/yYqgRgE3zRgVUplStlQHALfBkPVe7ObG2/dA4Xzs8eSsxwt6STFvNBCt60LF3H6ID34Qr2gOa40ARwHQAXEgIfklr3h+RlnZDzoj1AwCoWqySqxgqAHCMjX7agSAEb2o+6P24t9eb2LeBMbbfDelsiaDzpR/BsixYlgUKAEUAXaQI2+ru2qC4X0cusxVn+z5jS10BABTKi2pVNU0Top0mTwYc65BJ9f8sUHvtF88E9mzrENltrgKaFopAQgVPVpv+rgFTujpilJOLJp0rApoGxQugzbdhd77pEJK/WYfBwooHn/s/lBdKmqJpOhwODmGv0PqcWPr+y72+TQHW4s5fHVPPTmdjs0n/VFWjDY2ydD0QUWbUJTU4MS34CNuqcnRXO+0Jqc0ix7k9m/qSmYFLLmkCQOHBADamsKQbaaVUhsPBodfn5H7cY25tcxD+5NDlws+njSPjzugf8dSqGdhZA4AJAgM1mFkLNCqygIzUdlnLPNkxOffFtSUhaAhaEoRfcUkuB+BEpWiwE0sV3QwARLSzZFd7E39pdLz89mTp+LS75y20hRLYZjdWiCfjo1oKhnIl5lZOx2oqBwgFrPaX6wNocqklhYsXKGIAYAFAzudx8sb8lXPOjnfQ2ZLARnal5HfsWZsJQL37PNCWN2GV1hdt9hlZr+XMu9195vL19ImS69cIhq49MPlD2H0nIpiztJCIyeqUVjOQziyaf5itDM56Vg2i07WijI8O4HkKSyyXG17SpwqlsnFlLqv/gw5+AFdTCp2NXzoaBwAAmlH+la1eup3Ll5NyJQNGGIezqa56PhoAH69PqmR8TJLTeTmXgoPPwFXfzvZoADaxJhgmdjMlnVdK5RHwooz1j0d+YKW7YdAnTdy6+i5PVVmEhc+cYI8XoNOnnkoPX4SlE4Ro/XEC/BdReh/LEdbCnwAAAABJRU5ErkJggg==) 4 5, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHNUlEQVRYhbWXbWwT9x3Hv/fg8/l8Pj/biQkXh5BBw0YpTx3hKQUWVZm2aXQVnbR1Urdp2iTUIV5UXTVNk/Zuq/ZiqzRtGl2HqjLKBAJpXUU7GGUUmjQQCBBC4hjHduLHnO2zfT7f/W8vqISCSIlb+pPuxel+9/t/9Hv+U2hV3orxUJUIOLsAG1+Gx5OHU9Cw00FatgWAbUn7Qwue4SH5yYrzV06vsGJaqySr8Zm3JiK+9wCUv3gACzBcLnEZ7163b3e4d/SqRg7fYTjw9jGcRRn9rQPQLWn3UVAlqVwqmNmxFDAXcdCbnaG+deXmcygkZVwxW7OHB3ngUhZoUjRYN8FXuQchF6fN+TPsx7ZQOCx1mI/5AuvHrZ/UcjlmirG9br6TycLDadjiXVJOUAveTqt0ID4WEdGIxoW2LPyRNDhXDbtwz9i5eRoT8QB4Ue6yMDDAhF+sy84QNaWoZ7TsSTYzfz0WsR9B74YY+lr1QLUqbheMb36jgz+Y0KvxsWr8/VP5iX83jnsm0RZUsYUi2OElALI4Z+Sn5/OJocKs2psKH0C3J/pMkv1OIWXfEzcKMVJUk4CoPwxgYcwaqkcUuKeiaKzoFxv9L8h45RedePVxLfMcEgkZI817wDtYAimcHWkLH71czx+RElptcKfEPbFV8vjK1gaYtQfE72EABvGFGSrKUDRYAtqra8Jen9n/u3WeV18J66/JN27vwfG0D6PW3f+eogCnO8/l1A9uJXLjr72bKd/K6Hp7QefR1JdUYQuUGNryhWlDsvMOzFY1wnIwRIrjVjpYMdrjG4i6KpGTd3KHT00Yx3BBn0PDpqMI43K74yJfKR5wl+heT0Xj513GMBiu1hrA/1hOnNa/JMHmEwQPYkq5/KYiDD+vl1fs7hSisiSxe13Cuk4nJZs3lZ53J6unTJqOIdCexBOrFO0azms+z8VMU6VBGwZ2wGgNoJyTNuXyOz/yyb5YwwazJnH2aj39e505PF5KfusHa8mejXJY6u9e5iMU/wJ3jdpbTCmJ6cLUmzPl+Am0dyawlXpo0i0OUFXFuoONmpKDXi4YSMmS0DPFP52tZ6+/QYfenrmm4GCDDHqD7fxFEuS4ToTCHneIjM7IzExGjNu4Q0iQNOTWetFdgH9ZgBLjTJoR/LSO3bYcxpoc9G5f6Nt3gi+PFdWrFBWUXp8UQFUo1BkKFjFQUaaRGTkUyhSKL2LXXhrshj/hNptHj7HkwXQXYJAC/pnQ7EVDyeosjikiFJPBdqmCjAxPqj24zQKNpo2mDbOJWiqOuQ9PI332BOaG3oe889mATAL752YVdbIRO4rx5WmsppYEcS8E/pCiJ6fHZFXp62kT2fR0EWdGKqh0h2EGGJqiKcACSL2B6ROHMHn0j2iqJYBmEdnzDMKbNgWkWOWgVUyTqcnC3wEUlwJwL2BCV+162LzU16YU960SMLDWoR0LcWfPD8XeK5y5mddnS7AsgHWKWPX8QfTs2w/G4YR/zSb4124B4QFedkV6qchL4dn893Ay48OFVgA2zxp1i8qqTbMGAF5RoB+3m+MTvR0v3xSMX9++lRixT+QIaxJwkhdde3+E6OD34YquBsM7QNEAcQB8mxja0Qjv78yXBqDkpaUDAGjCXpuvNzUA4G0Mu0FACKIvnQ4HL/au8SV+uJ41+t2fOKytE93P/gyWZQGWBQCgaECXKNoW8axcr7oPoFDYhtObPrUl31czVi1Xb2qEEEh2ll4TdKxFPr3tl4HmT3/7ZPDprSskbqtYhjtTAZXQ4GS6SGDlIMmMjhhaKk/YYgXQG6j6AHT4Nw6UpJeQ+ttanC8v2pbv/1DL1HW10dDhcPCQfWJkl1T98XfX+DeHOIs/N3pdOz1ViM0kg5PNBmM0QHQ91Kne0ea18q0p0U/bIhrPrpRt3rZ6SOJ5r3fzhmR+8GMxO4FFVraFAIytXGyYc2q1BoeDxxq/k//5KtLX4aCF4xeGy7+ZMg/dcEb/ga8si8POGQAIaBgwQfIWWNQVEflsx3Aj/+UVk+ntvaoQIi49CVpYtCQXAvCSqhq2ifm6ToIALdk5+muyWxgau1H782316JT7sT9gWVsC2+2L9XkF/zXTqFavxNyVkzGi8YCrjK7AooNpIYDbpVVVfrpM0QYADgCUUgnHx2evnBW6/oqV7Qls5D59yOxkCADtk+ehsjAJm6yeY+xxRTeLxLJgWRZODV+be1t1/QWB9qsPPfwzyH0bEcgMIyamFW2yYZqYy+fIkUT9fNK77DxWu5Y03z8fwNcpzNv54sV5fbJSrRqXUwX9P7bwO3C50+iiFjHxKAEAgLWpHxSaQ/FiqZZS6nnYnDfgdC8pno8GwC/otzX6xvWsMlcuFdOw80W4ljbZHg3AZo7AZouNpzPnKtXaCByeItZ9Me4HFrsbhvzZiVujbwhUk8Ny8TNdOj8fQLdfOzF36SNYOo02tuU9rxX5P8xhQUjgfDdkAAAAAElFTkSuQmCC) 4 5, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur86313 0.4s linear infinite forwards;
}
