@keyframes rwdcur38081 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 4 6, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 5 3, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 4 3, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 4 2, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 5 4, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 4 3, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 5 4, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 3 4, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 6 5, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 4 4, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEP0lEQVRYhe2Xf0zUdRjHX3D8uANPkKh2RA43hjjWyWlsiDOTPCf+ZdmKpbJmbepfJK01l9XDXGmx2Z8wt5qj1eaCsRxpgCg4us3a+ho0EwRC80ACSeTHHXzv7tsfntfdceD3hP5o6/3P7b7P53ner/vc53k++8YQlZQMoND/xQG229Hlz1WM3oUWS9cHBkNM5datZjRNo7V1ElXVDg8PP3N8sRA6dGXnunXXtJERVXug4eFZzWr9TQNlx79uv2XLde3SpQktXOfP39M2b+6ZWkztuPAHIrIc2AOcFZEBgO5uN1araU7y2rUmbtxQkxYDEBsB4B7wIfC7iHSLyGc5OUa6ulxzkjs7XWRlJcwuKYBfbf7PHOCtvLwODh1yMjbmCSwYHfVQUeGkrW1yV6QCp07d2akHIKwLlOw1axLfycoylFosncszM7uJjb1v2teXT3t7Nna7GU2DlpYJCgoGO6xWx3uAQ0Q8c8tHBXDFarMZfzly5Elyc400No7T0jJBUdHpAMTMTDLj448TEwMpKSMkJIScvzrgO+B7EdE9HwIAJSW9alVVRlxe3j+H7ejR29y6dYGMjOvR/rBG4EU9uxI4A06nGmIOsG2bmZGR1dGa3wTK9f4lAYC0tDhGR0NzurrcpKTcjMa8H9gkIv16EwIAPT3uV0tLB3A6Z/H5NNrbJ6muHiUjo1dvrQFgs4hERRzSBRZL10v5+ab6oSEPqamGaxs2nMlNTJyIph5AB+AAfuB+d4zqBgiXiDQAuvp5AfUCDper2ONyTXyTlvZTs4j4HgTnG0QPdHGR5gDZXm98WWnp+n02W9Y5YHtwcM5dEKa2JQDAYFCpqzvH7Kzr3aoqORsci7ADSiYoxaAkAZ1LAQAQH//r21VVez8Nfx4CUFTU/eX+/Y/9UV2d2bpjh3nq5MmXnwfOhOW0PYL/cRE5ESkQBKBkr1+ftKem5mkOHEinvn4VBQWmi4Seg6+BF4DBKMxPisjh+YIBgOTkGGthYXIgYDTGkpQUi6oaO/yPvgD2+k9w+K7Mpzrg4EILAgBTU1pHQ8NdvF4NAKdzFo8H4uPdPwMfA28EtU+DDvPzwO7gloukkDmwevXV13JyEr9KT49jfNxLU9O9p6am8udst4gkADML1P3R4Xhud3Nz8UPH6DyDSFkGtsmFEkXkNPBKhNBVVX1zeuNG87OXL0/3VFZaFrzN5pkD85krqdu3mz/RNHwuV2OTyXQ3HGAAsK9aZXSWlCxnaEjNAQWwRQsQWeXl6X9VVDyBz6dx4sSufSbT58HhPwG7iAyWlb1+0O3WjinK9EcLmUcJoCxbsSKOlSsTAEhNNSR4vfEXDAa12L/ALiK9ALW1WTW1tdToqfqwuyBItsk7dzy+/v4Z+vpmGBvzug0Gtd4f3CQijzQ1db+a3ZeyzG43H/P5NE9r6+T7It+mAlaR0Pn+v/5T+htwYqrmRCKkEQAAAABJRU5ErkJggg==) 4 3, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAExklEQVRYhe1Wf0wTZxh++gPKpGsR69q0daASAV0HTCIKc0KQBH9ERki2hsUZM1ky3ZKROZdJzN4Et2xLJlmUZDOELMa4EE3oNEGyYWzIYAjMQ48higIqUGqKA6EIlPbbH22hpQe0yvbXnuRyd++v57l7v++9A0IGF+E+lgaiEIjjsrLkXRaLAwCg0YRNm81j8UBK91KJWYhcER/fwerqnjAvamtHWGJiBwM4+dxYgDMCXCnAFQJc9HPTK5U3jpSWWthcHDs2wCIj2z70Ic/U69vZ7t332NGj/Sw/v5tpNDwDuNygyYhIQUQHiSjWa0tN7bxaUzMSIMBkGmbJyZ2XPOQvqdU8u3zZP66+fpSpVDcZwOmF+MQCAp4A+AJADxHdJqIyheLR3evXxwOSOW4cXV2Tv7nvRAfy8pTIzVX4xWzdKse+fdFQKiWfBiXAA7PnvA7Ax+npDQfOnPkbZvPoTMCVK6OoqhqG3e6qBACDQZafnh4pWCwjIxIJCbK3hHzSOc8EAMm3bvWNrV3bifBwuztIOon8/F9BtBM2Wz8YY1Crw7BjR32F0Tj4GkCN5eWO1r6+qVQhkr4+B6zW6WYhn8825KTZ2fL7BsML2vXrZaiuHoFOdwN6Pe+X4HSGAQAkEoef3WZ72Wwybcrk+XhERc0+l93uRFLSbdy7N7UDSKmdK2CmBVpt2ME9e5TasjIdiopUuHRpDe7ffxUOh//MkUgcAeQAoFI9yNyypR9paV04f34YnZ0TMJmGsXlzFxjDRSFywKcFSUkRxXl5Sh8iEXJzFejtVWHFij6h3ABs2PAHVKpB24kTaWKr1Rmt0UiH29snPwKSz86XMyOgp2fqAseNH46JCZ9xtrU9hU43EhS5B91qdU9WU9O+B+6aiydIvBc224E/rdbpzyIiRHC5gJMnbRgY6IdO1xEseS+AN4joYSiK53wLuKiYmPD3V68O38Vx9pPFxabzoRTz4HcAjQAaADQSkS0EAf4gomoAbz6DCF/cBdA4PR1xTSqdqAfQQUQur3O+QeTF1eckB4A4AO9u3Li3XCx+hQfg912QCufMwLwEAgAAbW2VEImc+4moxtc+zxvgvBc3l0qASOT8hIh+CrD73sTG/pWanS2/xhjEjx87m02mkSyiX34GsMcnzAwgM0T+r4nocyGHXwu2b5e3nDqlh0wmRmOjfZPF4iiBex14BZwDsBfAQwDaIMlPz0cO+LWAk4rFIshkblNa2jIkJMgOY3YdVALY61nBF4MkvwDgg4UCfASkTI+NuQbv3JmAy8VQUTGEpqbxIrjXwVcA3vPZPtVBkNcBeMd3ywlh7iCKzsl5sXzVqjBjS8v4IZ6f+AFICShAROEAJheo2wwgi4gC/2IWFhA8iKgKgNBPRsfQUGHZtm0rv29osBeXlelPL1RnsUEUAK2WX6fVtsdBuA29AHLi4qLeLiiIWpaYKCtarN5ig8gPBQXd3xiNy48wBlRVFX5rMJzzdT8CkENEAxkZhfstFkdJa+v4d4vVDKkFx49bnpaUaCIAoLR0cMzl+rEJwHaPO4mIQh5cksVDZrF8+SE5Y3id5ydQVzf2pUZz4zqAXQC2ElFLqOTPhJUr+TVqNR8LAESkJ6Kd/wnx//i38A9UevTJIQDRcwAAAABJRU5ErkJggg==) 5 1, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur38081 1.8666666666667s linear infinite forwards;
}
