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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 10 7, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 10 7, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFbklEQVRYhe1WW2wUVRj+ztkzs7fZYbu0ZdkuZVmwIqVArRDkIjXGaGKMxktjxAeDhmg0wUR5M5Im6Au++IKP+uKL0Rij8YHEFAxC1XIRsGCBdntZdntbttvZ6eyZM+f4oHgB7GVFfeF7Ozlzvv873//NzA/8zyALPbBjxw68/dQrgWvr19551enJjd1aVbfxZ+zbt4/+3FXZ0HuovPnsl/aWrq4u9tsOvRX8c2ag5+OZl7hNWryKEp4gDFC8mJVHBk9mvyoMcaBuXHYeuV9UK2DOW7gzeEi6pJ1QEqAUlPpIlOl0Z6qtYdeSO5dHjaur9d1tPaxaR+Y8JAXJE5/sW7Xdt2v9E+xFosiQFgRluq/ZXOpbrS8Oxpt9qdDutkf/HQHMr34kjEwEogRMB23t8L259hEWD8VkKFKDbWYDa1KmVp9GOvSrEwvDrBnw+o8yUHYfgCRpaP0AAKAkoCTUyImMyp7qVdboD5jsP6bcmT5UrAIAR3/563lnYnYHpIiCUh2ACeF0Q0mJq5kSpkYc0tCaQrh2NQksaoFRvwaEJqGHDADM2avNux2zP+jxIgQvAshjOn8GhDJIjyr7qkB5QtDUljj8xioSXtxCQjVpEFpPgtEQXbJ63q2YVQBtelCoycunAfQrZ+o8ZgpHYS4NweNSFQYc+I0ASbQm4DfTiMSbQWgSQBTRxgB//4F5ifDNttnZ2YmOPc9SFuMSEb8uMO4jeu0yL6KZbniae6Tk0Zp1Mad2UlUS3HVW6pVS2p6eSgmr3FSsmOaIPHIEqmoBANDe/rRKJsNC1zkFoTpQpoylNyg15SpVcgEhNW1lRIghKEI9SoilEW6BGjPpNNyDB8e92fjnDEtHR4fMZjPcdaeGpFR9UjqnPC932MdWGACkEFlHQVHdvzFBqZmmvkiLR/WklIiFw3Whnp62WVsxrz61fWFJFK9wtN+bQW3YBB9djHWxpFZqasSFyyWwAQvbNsYC3cVGnCNF5Nk4+ocs2H47JSWXGJMUw7IqBwCAdL4usaWN4+S5Eiw7A0rPo/fiYcTrBeJ1Ojjn6L1YwubWBEwjjah5FxJLmmAaCQhhkJXLmcSym3LPmYFr2PfJUUV2Pi4xMOygsYGCcx1KaVjR2IyRfBmFogvTYEguDWEk50HBQ2m6BAULfr9DamtEZ+7iDS4s4IMxDFwZlYjXc+TH+qHrFzCS+w5W+QzW3BEFIHG6t4h4nYF1dyURNdNILGkGkICUBoau6BLLbqi34JHsc/soHfbGAmmWSCwi4Q0C3tY2remZAS+vD3qjVi1dFGjR0rFDzg+XBrzc6Zw3+e2Al++uKH6JwWcdr/wk8g2fLdyBa3gstE22anfws27/GIe4xOA7P+iNftPEktEICdKCLDk5b9K+R78zEST+FINvRZgE6v1ENyvKZdfXrOoXusW/VsSo6WREPiPg9U3IqVNjsti9hqVqdTAMeqNWDTFCa9mKeJD4axeRcNRVQvcT7Ya3rioBhBDU06iYkFN8SpX7/UTvzXoTxzTC8k1sWWy9tjJWkNP2JZG1BDzbAecRErw5VzUCruGt4xW2JkYDhoZG3Ye7g4xs3VBHd10oyEx3Xk7kbNWXL8sTo7Y6abnoz5VVYaTocHvP4t85FjxA/Bnvfm+JNzYZTl2QDNUFCaNEifEZL5e1VHDSUfyqowZzZXVBKIzMCFW6vjjwDx0AgNB7k3hjk8ECDKHlERIvcdTnyiqQKUm7yFEEMHFqzLOGXzDsm52ft4D7P7WBPzJzfXbk9oSPulIFavwkcHpCImspUAIHgNP1ZOhvJ6SqHPhw70d/WT9/YCcAYP/D+2myJcXcGU61oC6fP/Acr4b/Nv5T/AKPlWi/yQMEnwAAAABJRU5ErkJggg==) 10 7, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 10 7, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 10 7, auto;}
}
div.testarea{
animation:rwdcur169055 1s linear infinite forwards;
}
