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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhe3S32uVdRzA8ff3+X6f5zw/ztl2jrbNtdxcc+qKERrkTVGgYZDFunDVisjLrH9ADAmx6Dpm4a4CSYMIW11kN0YXYZAV0iCcbXMbDufc2Xaec57fz7eroB9kBYldnNf1h8/nffGBpqampqY7TOx9d+wFnecjWnNFCDFlGMZloZmTSs3anpd+PDqa39aAJ8dPftI3eP9TSZxCnNEIfIIgIM1iv+6vz+ZZdgW4XCavDi9Pnnnu6MnZ/zpg6p4tA/2mWUBJG9t20VYMmYPIUjK/TqhiSqtVHp78bDVer762//jpU3+18OzhkUemKltfOme3L4GYAj0tpZwWmpXPXznk/ylg5NTppKOnR4VhQFirEUUxQmsMq4ClbCxpYhY99jgJQ9k1qnPz+fL0Tx8lYePQ/mMfLP+6aOLwsztN1ztW2bJt383+XcZ5XSFNQoJaQD2o0aivrzTCQOVZ8l2W50sCcVEI8aMqlcuq++4+fJ3hSEmSamSekeqEcC0gDAKiyKeFFQxXUentM1o2bTpwduLcbuBl4NLeB/qPd+/afbDY3qmUaXKzUKLkbMBzCjT8CG1KzExWEhdkkDy6trpGouMDy4vzqDgM8zjPDBHmKM8ktTXazzG0hetJWu8qk8Y5teg61GfR5BimyY1a1AkMA4MNWThY6uhShiERQG9wjQu0Uk8MDKkQZGhDIFKBsEycjRuoIDAzjVq8vvDFjfNL7aZV2Fm0XQpeCdf2sFwXVzmgHKQ2WbOLJNWI6sIc1as/Twx5yevAJYAn7uv+cv7iNx92bN0+aJfbiDLJzMwUYb2GzjWWa+M4LpZ0cDwHq60Ilk0Yh4jfPsS+E2NDuRBtWud9aN2J1vdqIQYs0+p6yNabH5y58FUahUeffvPM1398pk+PjFpCiLdbunteXdixR022dqH9mFwqdEGRJ3WiICSo1wnDOmkW46+v/j7gVl4ce6f4zMK3/vBb799ybuLI849fKO944/vixraiU+q1Xc+2vRakklh2Ac9sIZYp0hAsXp0K/3HAvzU8Pm6kQqgojjZrnQ+A2A5sAwYs0+pTBasrDBo/3LaAv/PYeydcI8+tO3W/qamp6f/jF2TnYa4namMHAAAAAElFTkSuQmCC) 15 16, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 16, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 16, auto;}
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66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe3STWgcdRjH8e//PzO7OzM7+xbZNsUGW2JEDa1UTBVKVXwhtihV8IUc6mtBtJ48CCLeDN6CSBtryakHrSA0FA+mtxrqG1iVptQ0ldSWbZM02Z2d7s7Mzsvfm/SgVSGK4H7OD8/vB88DXV1dXf934t8IefjAeEUohlQSD6WI9Zom+6Smb4874dZVL7D7/bHBmtAGgLtADOi6dluxUL7RKpTz5WIFzchhOQ4qjvhq+vMj+mqGT775zN5mUb53Yt0mWS6UMUwbI2MihSTVQWkCXQmCKMHOmRSLle2rVuDoWyMvV2/dPHZT/83yfE8/OhpKQBzGKB2IIYlSwqBNO2qx4Lp0OmHld08wPDEhNaXycdTpUyodFHDP8wsnpZ34kyht+tF3DgXXzn/yxtO7N9y5daKyvk8XQjJnrOELvYrvtfHbTfzOVdqeh0KR0bMYtoVt2oRhC/HA+L6CStWARA0KIW5HqU1GJrvRsvJ9lpHLmHmHrG3yiH+JnuVz+G7jSuDWpyZPzHy6/+j0FHD3c0/umHz79ZcslSqEBn6keHcpi4GGaZXIlB0sI0ciAvQoS6hC2n4Tt76IntG0erlalZblYBt5NMcgk80jlIYKYpJOQCBTSvksPaV+RCpugHSkcjkcgenjwNjU8a8/fnF4aEe+VF6bzTtIp8iGjbfQCUMir0XQbOCGPp67QhC0VsIgmE3T5JQSYkZfs7ZXVns3EMUxKkwIPJ/mwiJe6JOGEZmsieMUWHJMekVMKhVJrLhjXXEOeBaYry0sH2mcP5tp/JwOIcTjKmM+UatesuYT9aOAM8AMiDNSyjlDahenXnn1t/OJnR8eWLALhaquGdh2gZyZxy4WydsOoCGUQEiAiAebZym1lrhw8puat1i7f9fo4dk/esqdBw+WPtuzp/Fnz6vHaXJ685Zt1SSjoSOJSZGpQAaKRKaAIpc18LyAC5Gk8e2XtWDlyr27Rg/PXW/xXwkH0NMkPu277n1WsYcoTTAkeFGLcKWB127iu27qXq1fDvz2xXMq+u6p+tLYY6MfXTf879CVkOM/zf7wglkq5tzlehoF7V+iqDMvpDyGUqck4vskVYvH9r4WABxareRrPbR/35bhD8a3/RO7u7q6uv7zfgXBhHB7PJGqdQAAAABJRU5ErkJggg==) 15 16, auto;}
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91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur59293 1.2s linear infinite forwards;
}