@keyframes rwdcur100713 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGzUlEQVRoge2XbYgcZx3Af88zszP7vrd7d5vL3eU6uZc0SdOERGi0NW2ppsa3YGMTQ6ltSZRuxVqhBWmr1JAPRQQV5HARq6RfirSIUBBNtFpIg6SapjaJOZsze8nlctnc7e7t+86rH2avDU0LfnADwv5gmA/DPvP/zT7/l0fQxssYACOABqiACaSAlwgq4zSdY8BjQBm4H7gFKBNRv4XrQcMxgdVAWWRzVW4Qoh18GIgCBhBuP3OB/Rjhh7gpBKcqzMT3lKxwTzhVyKkp64isVseqUW8qykgI3q3+vi2oAvM3SkJ4GSMFxAEJfAFoAvlKYmtcr1+c1CYqUVygaMKChSNS1KI3E+87CaYHCy2oO5zr3XV0sHJ6MmxOfQywgZeBsyKbq3dSQOJ/eYBhoBfYWkjc/uWY+tYhrb8YZbpGZXaCgrkVFPCERjk+AjMNqNl4DZX5wfuRyRWfbMRHD7WUoduAILAR6PMyhtZpgeVrDbCemLrPEeoD1foEZj6F7fRhjn/C1fY8Dqa7SbXm+lc987zAcpMsmtuvfOoAZS0JVgvFaWm6Pn8nQ+FvA1/Ez6FgJwVUoIr/L/RVI7eitKpuM6TKfGwdCh7jwyl6T0y+yMlJFbggsrkSQPv+R7J7BcDic497PZU/Q0yFkATYCbwFvIKf+B1BimxuAViw03f8K68N7pgLjsmAVafk6diWgzr7IoSVR4Av4efIh5K68upjTmAMlmw/L1ShooiDwE4vY6gdEwAQ2Vz1L97q7VdtPYplEnHLJJuLRJoFqNmQCIAuo8CElzHWehlj2MsY6WsDE9lcVmmcU66u3Os65RieEwJFgF+OO7aNJID1/Yfvva34xtcizSJzbhT3wefsodvvxHY8aLoQUUFXANYC40Aav9wOXLuYyObc/ksvDVkkENRxrB7X0YzD+FWpMwJexoh6+Xd+Fhc5dd4OsSbUcBO/+MoTiT88szt912ewnBjkW1C3sQKr9rQFlr+o+iHbI18Z+yxL3iaq3k1yoZC8R2RzzY4JABsCscoomsKnxRHMLdslkAV+mzjy3dUivRFMF6QgEJnnSnLHj/G3xQbg48DgByTc0IZbqbWi1JpxHCe4qVPBLwuksVysqorpBEkpFvg9IQzk1PzRbc3xh7lQHudqfiWV2YvYSvpNIuqrwA+BXcDoNWtu0KMhYswR5yLCtkeve+v/WMAoVXrLAdmkbgcJaBr4I0UKSIts7mjw1C/10P7vca7US48soA5VYVUIVgaHge/gl0zaTWu9dEzCgctEI+eJqoujXsboaBIX8oWLc4QVeuIVbMsBKOD3iLCXMaTI5sz0tm1i1e49OPUZsD2/wgQk+Ik80V7vc8BBefQ3KBELejUikekBYFd7WOyIwBkJJUZCEFVozV8C+Dp+3Y/jJ2qflzHSw68/HdPueRJaDtQdmG1QXIoD/MnLGHcDLxMPrBHm6zAYgg0x5M3xILAO6OuIgMjmTrgupyjZoAqSMy8A7APuwh+vB/A7dRjoS77900Rh7EmuHi8wfXqJgChQWOz5NfB5ejWVkAKagP4ASAGmA/Am0NMRAQBVcqiaq8OVFggPomoUv+aXuL4JhXv3PSrU+36AcKG2ZGFVL1Ndij2F4/k9I6xC2Ya3l/Bytdfa78l3TGC0Xx8u1ux/1xsOaApYLsDv8Eul8YHfuACpBx8SA3ufxq5bRBIK0UQF+nU/P2wXFm3cuWZTKOKvwBmRzXVkHpJexogCqWRYPVxruVA0+cfpilvf/I1vApuBR3n/pDaIPyKPeBkjHn5nUunb9RTBiApDYUjrEFeg6cCSiRDiLPAGcK4TwYN/oJHADmCL43rPKvFA8PJMHVXi9q+PS640wWU/7yfiMDALTAMLQBPJr4gFoDcIlgOX6rTmWsf0Af0AcFhkc52K/70jZQrYCN7zpaoz3mg6fQJY0avRYqWt37FXimM/KaHLFCEFPPzurEsoWT9vsOURpXZc81ouSkDSfLdyMnxLYrfU5Wwnx4j3BJbxMsbdruvdt1C0dhYXLWPFigCODVpAEksFICghqftltOGAFLQuNKjN1tF7Aljnq4jF2mvamtRXQ+vi8yKbczsZ/HUCbYk0MDg9XXuiVTUfWLexRxMRFRSBtWjiuaBqArPmoIUV7IZD9Z8VvLNLplLjRxKeTbQT/UZwncA1Ipz5e3Fk7eaeKamIILpC8Xwds9zCLTtIBxQJNOySmGq8orjuwSRcuFGBL/ORAst4GeMAcK/ZcI/NHV+cUVwkUzVbAVOBvw3AiRsQ50fy3wio+L3ggsjmzI5H1KVLly5dunTp0qVLly5dunTp8n/BfwAC1KzqNMRNAgAAAABJRU5ErkJggg==) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur100713 2.6666666666667s linear infinite forwards;
}
