@keyframes rwdcur56382 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3ElEQVRYhe1WuxHDMAiVfBkFdsgcdhZIBssCPnshaLxCBjAp4ktnmY91KaLXIngPkBApxSBB/9RFyEUkLCIHyT9BcnbH8jiVMvYm1NDwxzA/GwB47NmY+VlVAABMRLTu2RGxY+bBKkJNLiKjlDECwPQrcpcIy2d0O/mcDlv2ZmirEPmOT4FGwMsTmIh6TRUuJeP27HqPAC2qtoCI1tLgqi5AgyagCSgKYOYBEWdv8GVZrl7fL7yjWDuOD1sQrMLhFK12BxBxZub7aQEtraiylGhFWMk9S2mRwLoTvgFaAUfbIpAasQAAAABJRU5ErkJggg==) 15 0, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 0, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 0, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3ElEQVRYhe1WuxHDMAiVfBkFdsgcdhZIBssCPnshaLxCBjAp4ktnmY91KaLXIngPkBApxSBB/9RFyEUkLCIHyT9BcnbH8jiVMvYm1NDwxzA/GwB47NmY+VlVAABMRLTu2RGxY+bBKkJNLiKjlDECwPQrcpcIy2d0O/mcDlv2ZmirEPmOT4FGwMsTmIh6TRUuJeP27HqPAC2qtoCI1tLgqi5AgyagCSgKYOYBEWdv8GVZrl7fL7yjWDuOD1sQrMLhFK12BxBxZub7aQEtraiylGhFWMk9S2mRwLoTvgFaAUfbIpAasQAAAABJRU5ErkJggg==) 15 0, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWElEQVRYhe2Xz08aWxTHz71MLY8h8qNokU5HZaqhRmGhuHIxJq60aZompiu3deU/0PIvNLGLposumujqJW8xqIkrNgbz0jTQFE2pgVAQgoqTQQpWEO7ct3hp0zT8muG9Xb/JXc3ccz7nx825F6B30V42416dU0p7gkD/gfN/DSGky55egHYR9xLUb/2WZvV6jLV1LM/zVgBwGQwGF8bY6fV685FIJH18fJz63wCGhoYcRqPRgzF2+Xy+wYWFBfvMzMwtj8djj0ajdkmSPu/s7PydTCb/0gvRTszy8vLDUCj0olAovCWEbBNC3hFCvhBCLgkhtaurq/eSJP05Njb2dnh42KjVgaHdR7fb7fD7/c9XV1fnTCbTNELIixC6gxCyIoRuIIQMDMO4xsfHb6VSKbVer+cA4OvFxcWl7pB/liAILzOZTIhSeqmqKm23yuVybWtrKyEIwlMtPlp28ejo6INAIODkOO4epdTUyRDLsn0+n28QAO5rAWhZAqvV6uR5/vH8/Pxkt8YsFstNSmnDYDBYarVaulQqVbTA/BDHcUZRFJ8Vi8WrTqlvttbX1z+43e7Fbnw1LUEul6tms9nbpVKpqicAv9/vQAh5dQPwPD+ytrbmtNvtHWvfTFNTU4MA4NMNgDHmFUXhzWZznx4As9ncJ4qiUxCECV0ALpfrlOO4gh7n3zU3NzcIAB0buCnAycnJ5OLiokwplfUCTE9POyilHcvQqgSnh4eHCgDoyoKqqure3l6eYZg3ugAajUY+HA6fY4x1AWCMcTwe/0oIsesCyGQy+WAwqKiqKlNKVa0A5+fn3xwOxydKaU4XAABcVyqV02QyKQPAqVaAs7OzyubmppJKpTpmsOUswBjno9GoWi6XGa0AFoulj2XZL+3sf1fLWcCybO36+pocHR3dF0XxrhaAQCCwE4/HXxWLxZKWfU0lCMJrRVEuq9VqvZs5IElSQhCEh93ab3shAQCw2WwHGxsbJwMDA/0mk8lss9n++PWfarXaiMVihe3t7VQwGAyFw+H1bgG6vZQyIyMjE0tLS09mZ2cfraysTCQSCTkSicj7+/uF3d3dAgAcAECsXq/Hstls15dUre84xuPxzPT39z+XZfmzqqofASCWTqcPAUDzcQUA+AcSesVTQAnXTwAAAABJRU5ErkJggg==) 16 0, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 16 0, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,32.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA3ElEQVRYhe1WuxHDMAiVfBkFdsgcdhZIBssCPnshaLxCBjAp4ktnmY91KaLXIngPkBApxSBB/9RFyEUkLCIHyT9BcnbH8jiVMvYm1NDwxzA/GwB47NmY+VlVAABMRLTu2RGxY+bBKkJNLiKjlDECwPQrcpcIy2d0O/mcDlv2ZmirEPmOT4FGwMsTmIh6TRUuJeP27HqPAC2qtoCI1tLgqi5AgyagCSgKYOYBEWdv8GVZrl7fL7yjWDuOD1sQrMLhFK12BxBxZub7aQEtraiylGhFWMk9S2mRwLoTvgFaAUfbIpAasQAAAABJRU5ErkJggg==) 15 0, auto;}
32.5%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABE0lEQVRYhe1WOw7CMAxNK1aWnsFe+YjPQYADIA5G2VE7sMHC0EOA5NyAjQNgBogEFS1x0qpI9ElVmibxe3aS2kr5gT3Xq9CHnJm9RQSe5A8jQeBsy2VRmceuDrVo8ccQXxsAWBWNaa3XtQoAgISIbkXjiBhqredSEdbkzLzlcmwBIGmK3EmEJBktKp5nh6f3YthGQZyOEXHz4VuKiKnUlq2AqyE17eQwOL8SR3E3Mn3TEtHM+0Ca8ANAbB5m5vG+f5pmw+M0Gx5Hu97ldZvy75UIMCLye2xzPr6J6NiKIaJlrj9z9OsNPjVhJWgFNC7gK1z/hLbX8PcjoJRbFGrLBY1BEoVaihJbEVJyl6K0lEBaE94BG33UeFny8mIAAAAASUVORK5CYII=) 15 0, auto;}
40%,47.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABHklEQVRYhe1WMQ7CMAx0KxhZeIMtsXZh4BnACxh4FBLwAFQ2ZgYkeIT9CcSIRBigUoTaNE5alaG3VHHq+Hy16wDEwUT6QxoT3BgTTSKJDP45JEmCzwpxcmUcmlCPHt1BXbWIuKraE5FdqwQQMWfmV9U+EaUistCS8A5ujDkYNw6ImHcVPIiEZhYsG37PD9/s1fBVQT0NiehYZiuzN4ZChSIre21n+mOvbFcbtW2IiLmILOzncP2aPTfpdbwfjQEAHrf75LlJrwBwKvyYeUtEx6i2dGU+vWTn6SU7FyrY315bB7UEfg+25Y8txoEvGWaeu9ahiLkTNoKeQOcEahH6K/Ztw/9XACBMhdaGUWfQqNDKrciXhDZ4yK3YGUA7/d4hhvMBwOk86QAAAABJRU5ErkJggg==) 15 0, auto;}
47.5%,54.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
55%,62.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
62.5%,69.9% {cursor:url(data:image/png;base64,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) 15 0, auto;}
70%,77.4% {cursor:url(data:image/png;base64,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) 15 0, auto;}
77.5%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhe2XMWvCQBTHn8cJJdRehtAhY7gDB3FxEvwKLrZrly5+hn4Uly4dRQd35zq42KEIlzo61IKo4FLjdWgCh2hyl0tIh/633L28/+89co8LgJmE4fuATMyFEMYQJUPz3ySlUupcaV6KqzhtQcVJm5hS+nhpz/f951wBKKUDzvnx0j5jDPm+f6cLoWwuhOiLePUppYOizFNB6MyB+4zj1BRWry3VLmhPQsbY8NzaufXMFHUhqkp+lis9jcscQn72Ht2d13W513V5XFySUo9O2XjRW7K0eZQAIrNFb8m8rvuCCO6cxhw3h+Git3yQYzMBkCq9RQRjAICyg7eVJplHMbvXTfX763ATghwA4FMVIvEUhEkmiGBcdvCWtOy9bA4AUGmSOWnZ+7KNUQg5QWPrLSm3EgAAABpbFgCAVb3G0/bMCdZBLdoL1kEtWAe1aXvmvD99XJGWvUdjy+KcdzI5DdHRaozqK3nQNEb11emayUCKNTdREoDJnTAT/QMUDpAokw9R5QT8/Q4ApOtCbheSwqTThVwuJKoQuV9Ikgx0f0x+AP5aPAlJh/xxAAAAAElFTkSuQmCC) 15 0, auto;}
85%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhe1Xv2vCQBT+DCeUUnsZMmUML+AgLi4Kbs4utnQuLv4NpXP/CJe6V3Rw619QBxeXIlzqKAULooUsNaZDEwhW8+Oi2KHfdu+9e9/3HrmXOyAd3JT7oaQhd103tYhMSvKfJJmMdC6ZTWEVyxZ0OiRWTETNfT7Lsh6PKoCIekKIzT6/aZqKZVlXSUXEJnddt+uGo0tEvVORS4lIMgeuDxwXD171iRG3C4knoWma/V22XfaDwe+CX1VwHax0O+7gIoJro6l/Gi1dGC1dhMVFgUUFGC39AcDNBjZgBRxZvO+K39TsolHTBYCnaXt2H5U/chBtVwhgqHDW+EW8XPcBlIO2aXtmphbgiSgDeFY4YwCQ1dgqV+ET3//5ssx/fawvPSHraXvG4+QFYpwCIupN27OhwhnLamzFq6odJAeAXIVPeFW1sypTfJFE1EktwJv9Df/DOs9fsFF9rDkLp+DHOAun4Cycwqg+1l7v3s54VbWJqCOEuI0rIlSAP1hKg+I8OGhKg+J82yYzkCJPgY9RfayFrWWR5k54EPwLOLmASMj+juP+lP5+BwC5LhztQnIyJOnCUS4kcUUkJZd5GYUSJH2YfAPg0gaoVSgaQgAAAABJRU5ErkJggg==) 15 0, auto;}
92.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxklEQVRYhe1Xv2vCQBT+DCeUUnsZMmUML+AgLi4Kbs4utnQuLv4NpXP/CJe6V3Rw619QBxeXIlzqKAULooUsNaZDEwhW8+Oi2KHfdu+9e9/3HrmXOyAd3JT7oaQhd103tYhMSvKfJJmMdC6ZTWEVyxZ0OiRWTETNfT7Lsh6PKoCIekKIzT6/aZqKZVlXSUXEJnddt+uGo0tEvVORS4lIMgeuDxwXD171iRG3C4knoWma/V22XfaDwe+CX1VwHax0O+7gIoJro6l/Gi1dGC1dhMVFgUUFGC39AcDNBjZgBRxZvO+K39TsolHTBYCnaXt2H5U/chBtVwhgqHDW+EW8XPcBlIO2aXtmphbgiSgDeFY4YwCQ1dgqV+ET3//5ssx/fawvPSHraXvG4+QFYpwCIupN27OhwhnLamzFq6odJAeAXIVPeFW1sypTfJFE1EktwJv9Df/DOs9fsFF9rDkLp+DHOAun4Cycwqg+1l7v3s54VbWJqCOEuI0rIlSAP1hKg+I8OGhKg+J82yYzkCJPgY9RfayFrWWR5k54EPwLOLmASMj+juP+lP5+BwC5LhztQnIyJOnCUS4kcUUkJZd5GYUSJH2YfAPg0gaoVSgaQgAAAABJRU5ErkJggg==) 15 0, auto;}
}
div.testarea{
animation:rwdcur56382 2.6666666666667s linear infinite forwards;
}