@keyframes rwdcur69705 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 8 7, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADz0lEQVRYhe2WX2hbdRTHP7nEEEJMsixdVZb9cWtSdQxZXsQ9SWDaNkOGiA+lqJMhlz4O4bJZq0wxPogPe7jMsqfRRxlKW/tgVNBJZeZFnLbXPUjTjSzN2qRcQrhkNz78frfJuiaxacUHd+Bwf/CDez6/c77n/H7w0B7af2yudpuqqroBxx2rOa7r+r8HIIN7AT8QADyADVQBE6jI9bZA3B32/O9OX7v1iMulALz/0nPDgFlXlDxQAEoSxOoWQOkAEAD4/NnD33y7v7d4bnbuyvnZuavcu3cUeBKIAD6ZrR0HAJF2Dq+ax34PB0qXjvXd/n5fb+Xc7NwloB94TEJ2+k9L60Rufzh0fGR85qfJG7sfrdguJTDfE7ReWMz7gUOIElQBS1VVEyFOu+lLJ320I6/REByxu+WQQr12+vp8+Lv9j1eAMKIEEbkOIATrBXyI7LlVVW2bnU5dEAYOAEfem7522arX+eHgE5Ufnz74i8vlWhz8c+mEUq9bSp3aV/HoKaD6zJ3V0Ru9uz5CCHPdW2Wi0xzwAXsQgutHpD0EKOlM9g0tmRhDlGElViyfNCLBCcB8qrD61h97dn0KrCHbVdf1TTulk3gsGWAR+BX4Gbgug58FzAEjdx7wG5Hgl33F8ttAuG/VPIEoTQhRjpZaawug63pNnqAoIeaB37RkYgBYGlzIvfN1LDo2uJAbB5S6S8wO+Q3RGGDdAUgICyHEvIS4Kf2vmXj0zaGFxfGZePQsULm5OzgJcDxX2CtP7t9WBpogahJkDVlzxCTMT8f3vQrcloArEhbEyT2IrvC2GlbdDBCbDQqXvt7/WjJxKp3JTtK4S3ytILYKYAMczd8dk2u7ac8NuE8auQnArSUTr6eM3EUJ4Lhn41xo24YbTVVVEGn1Hbmz8sGhkpmq41KeXyocANCSiSHAmzKWLk7F9o4BdsrIXZiKRYe5v0SWruv2tgAQCg/RaDVvOpO9qiUTI4Anncle1pIJFajGiuUXjUjwMwnh3KA1Xde71kANUfcKQpgmUNGSiZdTRu5jhA7UdCarA24jEvwivlwapTGi1+NuCUCOU0eEFRm4hJgTBWBlKhY9kzJyFyTQmXQmOwEoCz2hKzRmgtuJveUMyNpZiItqDVFXByAP5Kdi0eFYsTwAlLRk4rW+YvkVRNYesC1poJ1t8oQLxZdLo/Lktf7l0sh8T+gTRMZMxP1g7xhAE4QjUsc9crvK/e9JS9d1u+uXzGYm7w4nSLM2nPejKffXZ8iOAkiIZpGuNblzcudZD+ygBjaanBnw4CH/0VPt/2N/A2PHjIMKF2yYAAAAAElFTkSuQmCC) 8 7, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 7, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 8 7, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 8 7, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 7, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 8 7, auto;}
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}
div.testarea{
animation:rwdcur69705 0.45s linear infinite forwards;
}
