@keyframes rwdcur22180 {
0%,7.5923076923077%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPUlEQVRYhb2XXWsbRxSGn119SxGrUFOTqnHATtXQj5hCcYsJITXCynWb25bSHxH6pwK9KcUgcpGLUtOLUoPBZmlpirGKGisO2hnv18z0QivXpoZotpYPHJideffMszNnZnYcctjm5mar0+m8bLfbABwcHOj9/f03+v3+sW0sNw+AEOJBGIZEUUQYhkgp3SAIHuSJVczzkpSyNxgMMMZgjGEwGCCE6AHfXQmAMaY7Go2QUqK1RkqJMaabJ5Zj+8Lq6uqS4zjPlVIIIUKtNbVareq6LsCt3d3dP23iWeeAUqobBAG+7/NZHFc34rjq+z5CCJRSG7bxrAGiKOodHh4ShiG3KxXeKZdJ05TBYEAURb25AnQ6HaIo2pBSAtAG3krTKRhRFHWXl5fnBxDH8V0hxALAJ4BnDC1gLWuXUi4kSXJ3bgBJknSDIABgzfNAayiXJ2VACEEcx1arwTYHelEUAbBSKFDSmpLW3C6Xp4A4jmOVBzMDdDqdMnB/+nynVMJzHDzg3VLpVOc4zv2VlZXypQPEcbyuta4CfNFo8GalQrNQoFkosFgs8nmm01pX4zj+9NIBkiTpKaUAWC8WaWrNNa25lqY005T1RgMApRRJksw8DTYj0FVK4bouH7x6xRMpab4naL4veSIEHwpBsVhEKWWdiK+1ZrO5Vq/XTa1WMx4YH8zoIUZ8NPHRw0mdB6ZarZpKpWLq9fra6yPPeBiNx+PTcpnJAeKYiQMY8682DMOZP8zWfgYMYLbAfAvmr97EH4P5IWvLfHvWoDbHcR/4GOBX4Evg5dak4Svg+/9qZzKbjWhrWtheXCSAUx8D2zduXKi9TIAfgRDgl0aDoechMoCh57GTLcNM89M8AGLgGYDjOPzWanEMHAO/X79+Vvcs0146AGRDq7Xmj3abv4EXwPN2G631Oc28APpTgPHNm6cpP15aIs3+C7BIQLD/Kd0BXpycnCwEAPfuYYBAa4QQMBmQHZuAee4FT4fDIb7vM3Rdhq7L3t4eR0dHYPn1ee0bsg3nkeeZR553dgP6+ioAlqYd3sr8DMDbVwEA4HO+Y5PVWVuuuyEXz3Wu+c8LcNFat1r//9danB9+ldVZ2z9TYIb3Zp88+QAAAABJRU5ErkJggg==) 15 15, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWklEQVRYhb2XXWvcRhSGH8n7vVm0oQ5uso0DtrspBOKLgF1KElKzeO/b3Df057Q/JVByW1h6kYs0hNKCUwcb4dIU4223Wceb1Yz1sTPTi5WMDQZLqu0DA2eko1ePzjkjjSxy2Pr6erPdbr9vtVoA7O7u6u3t7Y96vd5BVi07D4AQ4pHv+wRBgO/7SCltz/Me5dEq5LlIStnt9/sYYzDG0O/3EUJ0gWeXAmCM6ezv7yOlRGuNlBJjTCePlpX1guXl5XnLst4qpRBC+FprqtVqxbZtgFubm5t/ZdHL3ANKqY7nebiuy5dhWFkLw4rrugghUEqtZdXLDBAEQXdvbw/f91kql/m0VGIymdDv9wmCoHuhAO12myAI1qSUALSAG5NJAkYQBJ2FhYWLAwjD8K4QYhZgFXCMoQmsxOellLNRFN29MIAoijqe5wGw4jigNZRKUx8QQhCGYabVkLUHukEQALA4M0NRa4pas1QqJYBYlpWpD1IDtNvtEvAwmX9WLOJYFg5wu1g8irMs6+Hi4mIprW7qF1EYhl9orSsAXzt1biyXKdZmwLJoiAJfCfhhBFrrShiGnwPP0+imzkAURV2lFAAPlgrUpaa8pSm/mVCXEx4s1gFQShFFUeoypAYIw7CjlMK2be5EI56+kVwZCq7sS56+FtyZCAqFAkqpzI14pjUajZVarWaq1apxwLhzmCEYEY8hGPcaxgFTqVRMuVw2tVpt5WzllD0wHo+P/BJg6amffEjMsVjf99NIHlnaErwCfgEYATvX4XvgQzz/Dtj5eOofi391ngAAvcT5vQDfrML7OTiYgyer8Lpweux5AvyYOC/6c3g18O/B4T3wavDzP9dPjT3LsmxIXgA+UPmtWufvXx0aoxEG+OA4bFyrJ3E+8DKtaJYMhMQvF8uy2Gk2OQAOgD+uXj0e9zyOPXcAiFOrtebPVot/gXfA21YLrfWJmIsC6CUA45s3MUyX4Hh+nkm8LyBDA0L2TekG8O7w8HDWA7h/HwN4WiOEgGlCNrII5vkv+GkwGOC6LgPbZmDbbG1tMRwOIePT57VvmWbePHYc89hxkkoY4MllAMwnN7wVj2MAn1wGAIDLyRub+Fhmy/VvyOm1zlX/vACnrfVM6///WpOT6Vfxscz2HxAfiBx2S1udAAAAAElFTkSuQmCC) 15 15, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADRElEQVRYhb2X70scRxjHP7ue90tlDfUa2ks0aHpvItG2YJsSQiqH9w/Yly2lf0TpPxXouyIcfZEXJUUKrSCcLJQYxC1nzkRuZ9wfNzN94Z5VELzZej4w7OzsM9/57Mwzvxxy2MbGxmyj0XhXr9cBODg40Ht7ex+02+33tlpuHgAhxPMoiojjmCiKkFK6YRg+z6NVyFNJStkKggBjDMYYgiBACNECfr4VAGNM8/j4GCklWmuklBhjmnm0HNsKKysr847j7CulEEJEWmsqlUrZdV2Ahd3d3Tc2etYxoJRqhmGI7/t8nSTl9SQp+76PEAKl1LqtnjVAHMetw8NDoijiYanEJ8Uig8GAIAiI47g1VoBGo0Ecx+tSSgDqwMeDwRCMOI6bi4uL4wNIkuSxEGIO4AvAM4ZZYC37LqWcS9P08dgA0jRthmEIwJrngdZQLJ7lASEESZJYzQbbGGjFcQzA0sQEk1ozqTUPi8UhII7jWMXByACNRqMIPBu+L382Se1zh9qnsLw6ee7nOM6zpaWl4o0DJEnylda6DPDNwhS1sESpM0Fpb4Jav8Dmwpmf1rqcJMmXNw6QpmlLKQXAE1mgeqCZPtVMiwHVNwOeyCkAlFKkaTryMNj0QFMpheu6PDo64YWUTAvBtJS8EILlI0GhUEApZR2I19rMzMxatVo1lUrFeGB8MD0wIku9rMwDUy6XTalUMtVqde165RE3o36/f54v8t8GMnyaC75RFI0imcu2s7bMFpifwPwDJgDzI5hfsm9Z+n1UUZt1oD3M/OXBt8A74D3wHbDjXe17kwBbw8x27S5iFcK7Z0mswvaHH13pe53ZHEh+AyKg/Iee4viOx8y9EwBOhMef4dTQLwJejQMgAV4CG47j0Pl7lgf7Jxjg9YM7F5VeZr4jme1esAWgteZ1vc4R8BbYr9fRWl/yGRdAewjQv3//POT78/MMsnMBFgEI9ofSHeDt6enpXAjw9CkGCLVGCAFnHbJjI5jnXvBrt9vF9326rkvXdel0OvR6PbD8+7z2A9mCs+l5ZtPzLi5A398GwPywwYUsXQC4dxsAAD6XGzZZmbXluhty9VjnGv+8AFfNdav5/39tlsvdr7Iya/sXGZKPE9RW/qUAAAAASUVORK5CYII=) 15 15, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 15 15, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADP0lEQVRYhb2X7WscRRzHP3sPu/eQY1MMhno2hVw8BdPmjUQJUmo4cu+170QR/wjxnwoU30jhXuWFGHyhTcmLcNRYSbNS2zT1dib7NDO+yF5MMKU317v+YNjZ2e9858Psb2Z2HcaIjY2N2Xa7/bzZbAJwcHCg9/b23ur1ese2XoVxAIQQt6MoIo5joihCSlkIw/D2OF6lcTpJKbtBEGCMwRhDEAQIIbrA3TcCYIzpHB0dIaVEa42UEmNMZxwvx7bDysrKguM4j5RSCCEirTXVarVSKBQAru/u7v5p42edA0qpThiG9Pt9PkuSynqSVPr9PkIIlFLrtn7WAHEcdw8PD4miiCXP4z3XJcsygiAgjuPuVAHa7TZxHK9LKQFYWobWcjYEI47jzuLi4vQAkiS5KYSYA/gYcB8YvN9gNX8upZxL0/Tm1ADSNO2EYQjAqu+D1uC6p3VACEGSJFarwTYHunEcA9AqFilrTVlrllx3CIjjOFZ5MDJAu912gVvD+w/KZXzHwQfeL5fPdI7j3Gq1Wu7EAZIkWdNaVwC+qNd52/NoFIs0ikXmSyU+z3Va60qSJJ9MHCBN065SCoC1UomG1sxozUyW0cgy1up1AJRSpGk68muwmYGOUopCocDyixdsSsmMEMxIyaYQ3BCCUqmEUso6EV8ZjUZjtVarmWq1anwwfTDPwIi8PMvbfDCVSsV4nmdqtdrqq51HPIwGg8FZ3eW/A2R4Nee0URSNYjlW/JKPZe6B+R7MX2ACMN+B+TF/lpftUU1t9oHesHIf+Ap4DhwDXwM7L9FOEuDesLI9P08IZ2UAbF+9eql2kgA/ARHAr/U6T3wfkQM88X128mWYa36eBkACbAE4jsPD2VmOOX0Fv1+5cl63lWsnDgD51Gqt+aPZ5G/gKfCo2URrfUEzLYDeEGBw7dpZyg8WFsiy7IJm1LD9KN0Bnp6cnMyFQPXLTwEIM40QAk4nZOfl3f8fRUsAgI+EEB96nsc7kcfxPw5bjx+zv78P8AOwOYanVXxLvuHc8X1zx/fPb0DfTHtwgIXhgNfzcg7g3TcBANDn4sAmb7OOsf4NuTzTrbL/dQEuW+tW6/91Y5aL06/yNuv4F12PgjOKIIihAAAAAElFTkSuQmCC) 15 15, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur22180 1.0833333333333s linear infinite forwards;
}
