@keyframes rwdcur28408 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG8UlEQVRYhaWXbWhkVxnHf+fMnbl3XjKzyUzedF3qGy64H0qtLZUKfrAsBbeuNbagoLBawVZx3botWmyxW1tti7R0cWu3blF8Y1uwRXFd94NIKeuXSqDBXSE1Mekmk8lMMskmM3fu3LnHD8+5mTTJBBYPHA535p7z/J//eZ7/81wFaDsduwKEQGRXx84ckDv0ppnKZiGdBq2h04EPe/DQiPo4sLZp+nZ/yC5D2cO9M8ZcPaLUe+3vwaYDHCBnjJk/eBHyecjlIJOBZFJe7nSg1YKrV+H3+9UngSpQ3wJkxxF77wUh/M6YK8AIMAQMWK/3HDhwYB7g/C1gDCglU2twHAGSSkE2C2MT5nXgOntObguzPQGkVlcF6h+MeRPYG8/9+/fPhmHXgWZTvA1D8TyKBBR0wd32hjln95c2gegJAEDXaqtUl4WzPxtzHvgA8KFkMsmlS5cAOAc0GrCyAqursLYmz80m+L6sQSDAtgBI9WJB2T9LwL6jb1Uujo4Osrco/D980000Gg0mJib4jX0xA2SBE6+D58l0HGi3xbjvd0GNH1Z3A5eBOSQmtsWCg0R7ADTK5TLNZpNmc5Th4SSLi4tMTU0B3XBuA6vAlSti3HXl/qELIAgEEOJHHljajQFtHSsB1x169eLf+vr6GBwc5KcfLaG1hr8MiaVOh59/ag5jhOYfnoHKvXLQ+38pRsNQYiGKoPpNdRwYByaBMhJm22IgZmANqP7x8C2fW15eZnZ2lunpaWq1GkuLiwT1Osb3N+79Pq9rHGDqK8LKQtmwuCgxYm8txS6ZEEdnaAHUgUoqlaLdblOv1wnDEKcOYbhGNuty/x7Z0Ol0cBzZXqlUaLVazBwx7DuhMek0QTq9k71tI0YVq14DWHvtjpu/UCwW+diTcoh75zskDy/hfHaFMAyJomjDOMD8/Dxzc3PMz89DpQL1uqSKMBvQVdaeDGwe0Y/K5mXf93ng0RYfea7N0qMJkskkiUQCYGMFGB8fp1qtEgQBt5/Q3bT41QdP8m4l3BVAXAu859vmLWOg3fZotTwSwzDwrCF6BJRSmFh1gMnJSWq1GmEY4vs+tBLdnJTIX0KSxu8FQNk1BeR/1jKLiYSoWUJDJ5KofvCknNl80FIURfi+T7VapVarccOxFUl8paCvDy7c+gzwb0QDppHa0NgJxIYUA7lWSwzdo+EIkNSi8z++T3Q/9bjdpDWu65LP5ymVSjAyAqOjsl649XngCiI+VXsNwW4MpIA9Ty+bBWX5OFbovvCCrXSxuDx8WnI8isB0Ivkzsmc/lfst8B/gEpL7M0hm7QogBww9UTFvg7DoOHD/HjgVyNkxAGOEiUSia9MYeT+TgXtd9aKl/l8WSNky0LMcK2t8QbyKUErhOArHETAgcbCpIKJUrHYRqZQmm4WsB33AmFLHrwWAA+SazdZGfmutSSQk7bQWmdBakDxQDAnDkMfmI1qtFsYYkskkQZBFDWjSLrxqzFOHlfoSUgPqdDNg5yso/wLj+/CTm2cJggBjDIlEglQqhed5JJNJXNdFKcXxgTZBELC+vs4PppsEQQCA53kUi0WGhwsUC5AG7lbqEJIBZSQVgx0ZqFallbrz1+/j8Rsv4Ps+juOQyWQoFArk83k8z0NrzfFKyNG8z/cnV/F9n3a7jTGGv55Jcdexq6yvD9IYGaG/X4N0RFv7w20sOAsLUKtBtQqXc5dpNptorclmswwMDDA4OEgulyOuD996u0GzKd4rpUQVV5qcPfiJP42d++dnoigiCEo8vWxOf7dffR4RoxjEdgArKyLf5TLMF2dEUIClTIbl5WXq9TqFQoGULfrtdpswDDeuSWsNSgOUX7n9hmfuOj9+NIoioqgEkuIeu1XDyKpdECB1dn1dEr7RYM33aTQarK2tkUwmUUrZLHHwPA/XdXFdFy5+Ohaf+tmD13/jy3+/fGpFilHsdc+mVAHXI13sPo5871lWVgRIpyPNfyaDY+MApBCl02n6+vooFov84547XgSm6Epu3MprRH6rdNv0bYGo7Z8zwCRnnvhqamgI+vtFWWxh6HQ6G9mRSCRwHId0Ok0mkwGYtcan7TnTm2aZd6fijgzkETXMI23ZEPAe9bWHnjPtNt9+40k8Tz5GTt12Etd1yWazTHzniy9Y4zOI6MSNZ7CJgbjP6NkTxF9GDhIsOaSRHAH2PXIjpzsdaQdzOfnw+PprnLWexcbfsc9LlvKQ7XfeU4gcug1vaKmKZ1AqSXBqLVV2YACs0f9uMl5FhCY23tPYTkNteY4bkxz2W+GlMS5EERQKMPYSjyHRHhuv0C23PbueawEQjxTdmNiLxIVnDVWQ+67QldhrNhyPXt9scZeMPbxO97pW6arb/2Uc4H8O4DY68rPeQwAAAABJRU5ErkJggg==) 2 1, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 2 1, auto;}
}
div.testarea{
animation:rwdcur28408 2s linear infinite forwards;
}
